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List of Mathematics Project Topics and Materials PDF Download

List of Mathematics Project Topics and Research Thesis Materials PDF and DOC File Download for Final Year Undergraduate and Postgraduate Students in the University and Polytechnic of Year 2021, 2022 to 2023 Academic Session.

Approved Read-Made Mathematics Research Topics with Seminar Works for the Degree of National Diploma (ND), Higher National Diploma (HND), (BSC) Bachelor of Sciences, (MSC) Master of Science, and Ph.D. (Doctor of Philosophy).

Mathematics Thesis and Dissertation Topics, Proposal Topics, Journals, Presentations, Seminar Topics, Research Papers, and Project Reports can also be gotten from this page.

All Project Materials for the Mathematics Department Listed on this Research Page have their Complete work from Chapters 1 to 5 which are: Title Page and the Case Study, Table Of Contents, Abstract, the Background of the Study, Statement of the Problem, Research Questions, Objectives of the Study, Research Hypothesis, Signification of the Study, the Scope of the Study, the Definition Of Terms, Organization of the Study, Literature Review (Theoretical Framework or Conceptual Framework), Research Methodology, Sources of Data Collection, the Population of the Study, Sampling and Sampling Distribution, Validation of Research Instrument, Method of Data Analysis, Data Analysis, Introduction, Summary, Conclusion, Recommendation, References/Bibliography/Citations and Questionnaire (Appendix).

The Topics below are for Nigerian Students, Ghanaian Students, and International Students. Countries like (Kenya, Liberia, Cameroon, United States, Uk, Canada, Germany, South Africa, Zambia, India e.t.c).

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Weak and strong convergence of an iterative algorithm for lipschitz pseudo-contractive maps in hilbert spaces, travelling wavessolutions for the transesterification reaction kinetics of biodiesel production using tanh method, the mountain pass theorem and applications., the ellipsoid algorithm for linear programming, the computer search for the optimal settings of a multi-factorial experiment using response surfaces d-optimality design criterion, study on some fixed point theorems for bregman nonexpansive type mapping in banach spaces, study of the prevalence of hiv/aids using canonical correlation analysis (a case study of general hospital minna, study of soft set theory, its algebra and application, weak and strong convergence theorems for nonspreading type mapping in a hilbert spaces, variational inequality in hilbert spaces and their applications, time series analysis of patient attendance, university of uyo teaching hospital, the increasing rate of auto-crash accident (motor accident) in recent times in edo, the effect of atmosphere on earth-space radiowave propagation studies of tropical satellite communication in nigeria, super relational approach for efficient extensible markup language (xml) query processing, study on inferences and applications of odd generalized exponential-rayleigh distribution, study of some coupled fixed point theorems in partially ordered s-metric space, study of multigroup and its extensions, study of fuzzy multisets and their algebra, study of chu spaces and categories, statistical power of hypothesis testing using parametric and nonparametric methods, statistical analysis on motor accident in oyo state {a case study of federal road safety commission, eleyele ibadan oyo state. from 2002-2011}, statistical analysis of the problems associated with skill acquisition in nigeria (a case study of male tailors in imo state), statistical analysis of foster care and adoption rate in abia state (a case study of motherless babies home ahiaeke, umuahia), spectral theory of compact linear operators and applications, some recent approximate solution to non linear boundary value problems, sobolev spaces and variational method applied to elliptic partial differential equations, review of classical cryptography and proposal of a hybrid cipher, quadratic forms with applications, pricing of compound options, pricing and modeling of bonds and interest rate derivatives, performance evaluation of two high profile segmentation algorithms in iris recognition system, on optimal complete replicated rotatable, orthogonal, efficient and relative efficient central composite designs, on four-parameter odd generalized exponential-pareto distribution: its properties and applications, odd generalized exponential-inverse-exponential distribution: it’s properties and applications, new fuzzy scheduling algorithm (nfsa) for real-time tasks on multiprocessor systems, motion in the generalized restricted three-body problem, monitoring and identification of influential process characteristics in the presence of autocorrelation, modelling mean surface temperature of nigeria using geostatistical approach, modelling abrupt shift in time series using indicator variable: evidence from nigerian insurance stock, modeling broncho-pneumonia status in infants using discriminant and logisic regression analyses, minimum principle of pontryagin, maximal monotone operators on hilbert spaces and applications, mathematical modelon a three way catalytic converter: a comparative study of gas phase concentration and temperature., mathematical modelling of energy generation in the mitochondria, mathematical model on human population dynamics using delay differential equation, mathematical model of predator-prey relationship with human disturbance, mathematical analysis/predictions of internal generated revenue (igr) in some states in nigeria, magnetohydrodynamic unsteady free convection flow past vertical porous plates with suction and oscillating boundaries, lasalle invariance principle for ordinary dierential equations and applications, iterative algorithms for single-valued and multi-valued nonexpansive-type mappings in real lebesgue spaces., investigation of the stability of equilibrium points in the relativistic restricted three-body problem with perturbations, integrating databases and wordnet for semantic search, improving performance in vanet system through ontology knowledge based repository, improved round robin with highest response ratio next (irrhrrn) cpu scheduling algorithm, improved half life variable quantum time round robin cpu scheduling algorithm, images of mathematics stakeholders in teaching and learning mathematics at secondary schools in sokoto state, fractional mechanical oscillator, floquet theory and applications., extending an ontology alignment system with a lexical database, existence and uniqueness of solutions of integral equations of hammerstein type, examination of the lagrangian equilibrium points in the photogravitational elliptic restricted three-body problem with zonal harmonics of the secondary, evaluation of reliability and availability characteristics of two different systems using linear first order differential equation, enhancing query performance and privacy on relational cloud database, effects of problem solving instructional method on attitude and performance in algebra among senior secondary school students in kaduna state nigeria, dynamic power management in wireless sensor network, dierential forms and applications, development and implementation of a mathematical model of distant education system, study of formal multilanguages and their algebra, strong convergence of modified averaging iterative algorithm for asymptotically nonexpansive maps, statistical analysis on the causes of the falling standard of education (a case study of auchi polytechnic, auchi), statistical analysis on monthly consumption of water supply (a case study of urban water board minna), statistical analysis of students’ expenditure in tertiary institutions (a case study of imt enugu 2004/2005 sessions), stability of the damped cubic-quintic duffing oscillator, spectral decomposition of compact operators on hilbert spaces, solution of generalized equilibrium problems and common fixed point of finite family of strict pseudocontractions with application, sobolev spaces and linear elliptic partial differential equations, ratio-type estimators in stratified random sampling using auxiliary attribute, process scheduling in longest job first (ljf) algorithm: a proposed framework for starvation problem, pricing of basket options, performance modeling of virtual machines: a case study of university of agriculture, makurdi datacente, open channel flow over a permeable river bed, on j-fixed points of j-pseudocontractions with applications, noncommutative ergodic theorems on von neumann algebras., multivariate approach to time series model identification, monotone operators and applications, modelling, design and implementation of a web-based personalised e-learning system, modelling air passenger traffic flow in murtala muhammad international airport lagos, nigeria: a time series approach, modeling volatility transmission in stock and bond markets of the frontier economies using multivariate garch models, modeling and forecasting of electricity consumption using arma and exponential smoothing: a case study of gazaoua plant, methodological models for optimal control of marine oil spill, mathematical models of control measures in the spread of cholera, mathematical modelling of optimal strategies for improving industrial productive population in the presence of perverse diseases pandemic, mathematical modeling and control of a nonisothermal continuous stirred tank reactor, cstr, mathematical model on glucose, insulin and β-cells mass dynamics in type 2 diabetes, mathematical model of blood flow through a tapered artery with multiple stenosis of different heights, mathematical analysis of hemodynamic pulse wave in human fluid-structure interaction, iterative approximation of common fixed points for families of some classes of nonlinear operators, isoperimetric variational techniques and applications, integration in lattice spaces, integer programming approach to staff scheduling of resource persons to a polytechnic: a case study of nbte’s accreditation team, improving ontology matching towards achieving semantic interoperability, improved longest job first cpu scheduling algorithm (iljf), implementation of derivative free optimization methods, generalized mathematical modeling of aqueous humour flow in the anterior chamber and through a mesh channel in the human eye, foundation of stochastic modeling and applications, extension of burr v distribution: its properties and application to real-life data, existence theorems for attractive points of bregman semitopological semigroups in reflexive banach space, existence and linear stability of equilibrium points in the photogravitational restricted three-body problem with poynting-robertson drag and oblateness, evolution equations and applications, evaluation and comparative analysis of the quality of service of gsm and cdma cellular networks in zaria, enhanced web security application for online financial transactions, effect of feature selection and dataset size on the accuracy of naïve bayesian classifier and logistics regression, differential incidence of diabetes mellitus between male and female using beta-binomial and negative binomial models in ekiti west, development of an optimized priority based cpu scheduling algorithm to minimize starvation of processes using an efficiency factor, development and analysis of new iterative schemes for solving nonlinear equations, developing economic production quantity models for items that exhibit delay in deterioration with reliability consideration, determining out-of-control variable(s) in a multivariate quality control chart for individual observations, determination of students’ academic performance using canonical correlation and factor analyses, determinants of economic growth in nigeria: an autoregressive distributed lag (ardl) modeling approach, design and implimentation of web – based academic information system (webais) for nigerian universities, design and implementation of an sms based road traffic offence tracker and profiling system, design and implementation of a webbased university admission and placement neural network model, design and implementation of a modified median round robin algorithm (dimmrra), design and analysis of integrated urban household survey of nigeria, cover page perturbed robe’s circular restricted three-body problem under an oblate primary, controllability and stabilizability of linear systems in hilbert spaces, contributions to operator theory and applications, construction and analysis of stopping times and belated integrals on a filtered probability space, comparison of cox, weibull and gompertz regression models in survival analysis using breast cancer data, combinatorial properties of the alternating & dihedral groups and homomorphic images of fibonacci groups.

Home > College of Natural Sciences > Mathematics > Mathematics Theses, Projects, and Dissertations

Mathematics Theses, Projects, and Dissertations

Theses/projects/dissertations from 2023 2023.

DNA SELF-ASSEMBLY OF TRAPEZOHEDRAL GRAPHS , Hytham Abdelkarim

An Exposition of the Curvature of Warped Product Manifolds , Angelina Bisson

Jackknife Empirical Likelihood Tests for Equality of Generalized Lorenz Curves , Anton Butenko

MATHEMATICS BEHIND MACHINE LEARNING , Rim Hammoud

Statistical Analysis of Health Habits for Incoming College Students , Wendy Isamara Lizarraga Noriega

Reverse Mathematics of Ramsey's Theorem , Nikolay Maslov

Distance Correlation Based Feature Selection in Random Forest , Jose Munoz-Lopez

Constructing Hyperbolic Polygons in the Poincaré Disk , Akram Zakaria Samweil

KNOT EQUIVALENCE , Jacob Trubey

Theses/Projects/Dissertations from 2022 2022

SYMMETRIC GENERATIONS AND AN ALGORITHM TO PROVE RELATIONS , Diddier Andrade

The Examination of the Arithmetic Surface (3, 5) Over Q , Rachel J. Arguelles

Error Terms for the Trapezoid, Midpoint, and Simpson's Rules , Jessica E. Coen

de Rham Cohomology, Homotopy Invariance and the Mayer-Vietoris Sequence , Stacey Elizabeth Cox

Symmetric Generation , Ana Gonzalez

SYMMETRIC PRESENTATIONS OF FINITE GROUPS AND RELATED TOPICS , Samar Mikhail Kasouha

Simple Groups and Related Topics , Simrandeep Kaur

Homomorphic Images and Related Topics , Alejandro Martinez

LATTICE REDUCTION ALGORITHMS , Juan Ortega

THE DECOMPOSITION OF THE SPACE OF ALGEBRAIC CURVATURE TENSORS , Katelyn Sage Risinger

Verifying Sudoku Puzzles , Chelsea Schweer

AN EXPOSITION OF ELLIPTIC CURVE CRYPTOGRAPHY , Travis Severns

Theses/Projects/Dissertations from 2021 2021

Non-Abelian Finite Simple Groups as Homomorphic Images , Sandra Bahena

Matroids Determinable by Two Partial Representations , Aurora Calderon Dojaquez

SYMMETRIC REPRESENTATIONS OF FINITE GROUPS AND RELATED TOPICS , Connie Corona

Symmetric Presentation of Finite Groups, and Related Topics , Marina Michelle Duchesne

MEASURE AND INTEGRATION , JeongHwan Lee

A Study in Applications of Continued Fractions , Karen Lynn Parrish

Partial Representations for Ternary Matroids , Ebony Perez

Theses/Projects/Dissertations from 2020 2020

Sum of Cubes of the First n Integers , Obiamaka L. Agu

Permutation and Monomial Progenitors , Crystal Diaz

Tile Based Self-Assembly of the Rook's Graph , Ernesto Gonzalez

Research In Short Term Actuarial Modeling , Elijah Howells

Hyperbolic Triangle Groups , Sergey Katykhin

Exploring Matroid Minors , Jonathan Lara Tejeda

DNA COMPLEXES OF ONE BOND-EDGE TYPE , Andrew Tyler Lavengood-Ryan

Modeling the Spread of Measles , Alexandria Le Beau

Symmetric Presentations and Related Topics , Mayra McGrath

Minimal Surfaces and The Weierstrass-Enneper Representation , Evan Snyder

ASSESSING STUDENT UNDERSTANDING WHILE SOLVING LINEAR EQUATIONS USING FLOWCHARTS AND ALGEBRAIC METHODS , Edima Umanah

Excluded minors for nearly-paving matroids , Vanessa Natalie Vega

Theses/Projects/Dissertations from 2019 2019

Fuchsian Groups , Bob Anaya

Tribonacci Convolution Triangle , Rosa Davila

VANISHING LOCAL SCALAR INVARIANTS ON GENERALIZED PLANE WAVE MANIFOLDS , Brian Matthew Friday

Analogues Between Leibniz's Harmonic Triangle and Pascal's Arithmetic Triangle , Lacey Taylor James

Geodesics on Generalized Plane Wave Manifolds , Moises Pena

Algebraic Methods for Proving Geometric Theorems , Lynn Redman

Pascal's Triangle, Pascal's Pyramid, and the Trinomial Triangle , Antonio Saucedo Jr.

THE EFFECTIVENESS OF DYNAMIC MATHEMATICAL SOFTWARE IN THE INSTRUCTION OF THE UNIT CIRCLE , Edward Simons

CALCULUS REMEDIATION AS AN INDICATOR FOR SUCCESS ON THE CALCULUS AP EXAM , Ty Stockham

Theses/Projects/Dissertations from 2018 2018

PROGENITORS, SYMMETRIC PRESENTATIONS AND CONSTRUCTIONS , Diana Aguirre

Monomial Progenitors and Related Topics , Madai Obaid Alnominy

Progenitors Involving Simple Groups , Nicholas R. Andujo

Simple Groups, Progenitors, and Related Topics , Angelica Baccari

Exploring Flag Matroids and Duality , Zachary Garcia

Images of Permutation and Monomial Progenitors , Shirley Marina Juan

MODERN CRYPTOGRAPHY , Samuel Lopez

Progenitors, Symmetric Presentations, and Related Topics , Joana Viridiana Luna

Symmetric Presentations, Representations, and Related Topics , Adam Manriquez

Toroidal Embeddings and Desingularization , LEON NGUYEN

THE STRUGGLE WITH INVERSE FUNCTIONS DOING AND UNDOING PROCESS , Jesus Nolasco

Tutte-Equivalent Matroids , Maria Margarita Rocha

Symmetric Presentations and Double Coset Enumeration , Charles Seager

MANUAL SYMMETRIC GENERATION , Joel Webster

Theses/Projects/Dissertations from 2017 2017

Investigation of Finite Groups Through Progenitors , Charles Baccari

CONSTRUCTION OF HOMOMORPHIC IMAGES , Erica Fernandez

Making Models with Bayes , Pilar Olid

An Introduction to Lie Algebra , Amanda Renee Talley

SIMPLE AND SEMI-SIMPLE ARTINIAN RINGS , Ulyses Velasco

CONSTRUCTION OF FINITE GROUP , Michelle SoYeong Yeo

Theses/Projects/Dissertations from 2016 2016

Upset Paths and 2-Majority Tournaments , Rana Ali Alshaikh

Regular Round Matroids , Svetlana Borissova

GEODESICS IN LORENTZIAN MANIFOLDS , Amir A. Botros

REALIZING TOURNAMENTS AS MODELS FOR K-MAJORITY VOTING , Gina Marie Cheney

Solving Absolute Value Equations and Inequalities on a Number Line , Melinda A. Curtis

BIO-MATHEMATICS: INTRODUCTION TO THE MATHEMATICAL MODEL OF THE HEPATITIS C VIRUS , Lucille J. Durfee

ANALYSIS AND SYNTHESIS OF THE LITERATURE REGARDING ACTIVE AND DIRECT INSTRUCTION AND THEIR PROMOTION OF FLEXIBLE THINKING IN MATHEMATICS , Genelle Elizabeth Gonzalez

LIFE EXPECTANCY , Ali R. Hassanzadah

PLANAR GRAPHS, BIPLANAR GRAPHS AND GRAPH THICKNESS , Sean M. Hearon

A Dual Fano, and Dual Non-Fano Matroidal Network , Stephen Lee Johnson

Mathematical Reasoning and the Inductive Process: An Examination of The Law of Quadratic Reciprocity , Nitish Mittal

The Kauffman Bracket and Genus of Alternating Links , Bryan M. Nguyen

Probabilistic Methods In Information Theory , Erik W. Pachas

THINKING POKER THROUGH GAME THEORY , Damian Palafox

Indicators of Future Mathematics Proficiency: Literature Review & Synthesis , Claudia Preciado

Ádám's Conjecture and Arc Reversal Problems , Claudio D. Salas

AN INTRODUCTION TO BOOLEAN ALGEBRAS , Amy Schardijn

The Evolution of Cryptology , Gwendolyn Rae Souza

Theses/Projects/Dissertations from 2015 2015

SYMMETRIC PRESENTATIONS AND RELATED TOPICS , Mashael U. Alharbi

Homomorphic Images And Related Topics , Kevin J. Baccari

Geometric Constructions from an Algebraic Perspective , Betzabe Bojorquez

Discovering and Applying Geometric Transformations: Transformations to Show Congruence and Similarity , Tamara V. Bonn

Symmetric Presentations and Generation , Dustin J. Grindstaff

HILBERT SPACES AND FOURIER SERIES , Terri Joan Harris Mrs.

SYMMETRIC PRESENTATIONS OF NON-ABELIAN SIMPLE GROUPS , Leonard B. Lamp

Simple Groups and Related Topics , Manal Abdulkarim Marouf Ms.

Elliptic Curves , Trinity Mecklenburg

A Fundamental Unit of O_K , Susana L. Munoz

CONSTRUCTIONS AND ISOMORPHISM TYPES OF IMAGES , Jessica Luna Ramirez

Unique Prime Factorization of Ideals in the Ring of Algebraic Integers of an Imaginary Quadratic Number Field , Nolberto Rezola

ALGEBRA 1 STUDENTS’ ABILITY TO RELATE THE DEFINITION OF A FUNCTION TO ITS REPRESENTATIONS , Sarah A. Thomson

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Math Projects : 20 Simple and Interesting Ideas

Table of Contents

23 January 2021

Reading Time: 7 minutes

Mathematics is not about understanding different things and concepts; it is about getting used to them by applying the concepts in everyday tasks.

What could be a better way to learn these applications other than interesting maths projects which facilitate both creativity and knowledge.

These projects on mathematics give an understanding of how mathematics works. Mathematics is in and around you everywhere in the form of numbers, shapes, sizes, volume, weight, etc.

Our task is to figure out and identify these numerous situations and things around us to play with numbers and concepts. 

• Fun Math activities for Class 3

Math projects  

Here is a downloadable PDF that consists of Math projects for Grades 6-10. Click on the download button to explore them. Understanding and grasping the ideas of mathematics in a better way.

These maths projects help in developing very important mathematical skills like:-

Correlating the concepts taught in the classes with the practical applications of those concepts

Proving a hand on experience to the children 

Fostering teamwork, coordination, and communication along with creativity and knowledge

Understanding and grasping the ideas of mathematics in a better way

Visualizing the concepts in the form of diagrams, graphs, and images facilitates a better understanding

Improving their problem-solving skills, reasoning, and planning skills, etc.

Making real-life decisions that leads to a holistic approach to learning.

In this article, we have brought for you 20 topics for maths projects which will help you develop simple maths projects.

Maths project ideas for Class 6

Some of the ideas for simple maths projects for class 6 are:

Number System Tree

The number system is one of the most basic concepts in mathematics. It is very important to understand the different types of numbers (order and even numbers, fractions and decimals, natural numbers, whole numbers, positive and negative numbers, etc.) and the different properties of numbers. A project for the same will help the student understand and correlate the relations between different types of numbers.

Shapes and Figures

Shapes, figures, and sizes are a very important concept of geometry. A student must understand the different properties of different geometrical figures. It starts from class 6 but has various applications in higher-level education. Therefore it is very important to have a proper foundation that is only possible through a project on the same.

Practical examples of different chapters

From class six onwards, students start getting exposed to different topics that have a number of practical applications like percentages, profit, and loss, interest, etc. Students can be asked to make their own problem statements by practicing creative problems with respect to the same chapters. This will help them to correlate the concepts with the practical world.

History of maths and different topics

It is very important to understand the history or the background of a subject or a topic before starting to learn more about it. But, because of the curriculum norms, this very important aspect is skipped from the school syllabus. Projects can be a great way to help students do research about it. This will facilitate better knowledge and understanding.

Conversions

There can be a project work that is specifically dedicated to conversions of different things like fractions to decimals or vice versa, negative to positive or vice versa, etc. These are very simple concepts but students often tend to make mistakes because of a lack of clear understanding. Good, detailed project work will help them develop a base.

Ideas for Maths Project for Class 7

Some of the ideas for the projects on mathematics for class 7 are:

Practical Applications of different chapters

As stated above, maths is a practical subject and it is very important to understand the concepts. The best way to do this will be to allow students to undergo practical examples related to different chapters and come up with creative problem statements, ideas, and solutions. For example, the student can find out the average amount spent on the purchase of different items, or he/she can find out the profit or the loss of the shopkeeper, etc.

Formula lists

Making a formula list will be a great project work because it will not only help the student in the short run but also facilitate his/her learning before the exams and in the case of higher education. This will serve both as a research and as a document of reference.

Puzzles and brain teasers projects

Puzzles and brain teasers are a very dynamic way of inculcating knowledge, fostering creativity, and facilitating practical viewpoints. This helps a student to think and come up with answers along with reasons to support it. It helps them in a better decision making process.

Algebraic expressions 

Students are exposed to a new field of mathematics in class 7 which is algebra. Good project work can help a student to develop a strong base in understanding different algebraic equations and expressions. This project work can include a number of numerical, interesting problem statements, and mental math calculations.

Sets and Venn diagrams

This is a very interesting concept but can be a confusing one if not understood properly because the concepts are somewhat overlapping with each other. There are very minute differences in this particular topic. Detailed project work can actually help a student clear all their doubts and develop a strong base for higher education.

Topics for Maths Project for Class 8

Some of the ideas for interesting maths projects for class 8 are:

Construction in Geometry

A very important part of geometry is to learn constructions of different shapes and figures of different types. Learning and building the basics of construction in geometry is very important to understand various higher-level educational studies like physics and architecture. 

This project work is actually never-ending. Students don't learn all the concepts in a single standard. They continue learning various different concepts in different chapters that have different practical applications. Slowly, the level of difficulty keeps on increasing. Therefore it is very important to stay updated and improvise the skills through project works which allow us to correlate the concepts of the chapters with practical examples.

Mensuration of figures

For the first time in class VIII, a student gets exposed to the chapter on menstruation. This chapter facilitates measurements of different things. It may include length, perimeter, area, etc. There are a number of concepts and a number of formulas that are related to this particular topic. Therefore giving good project work that helps students to understand these concepts by applying the given formulas and correlating them with the practical ships will foster growth and development in knowledge.

Mirror symmetry and Reflection

Symmetry and reflection are one of the easiest concepts of mathematics. This could be a very fun and interesting project for a student wherein he will understand the difference between symmetrical and asymmetrical figures and will also develop a base for higher-level education.

Making practical models for different topics

Project works can be done in two ways - (1) As mentioned above, using pen and paper by drawing various diagrams and graphs; (2) Making practical models explain different concepts. These practical models help a student to develop the power of visualization and foster teamwork and creativity. This will be a little difficult because it will require the culmination of different ideas from other subjects also. But, if done successfully, this can be a great learning experience.

Maths project ideas for Class 9-10

Some of the ideas for maths projects for class 9-10 are:

Heights and Distances

A student gets exposed to the concept of trigonometry for the first time in class 9-10. This concept is very widely used to understand heights and distances which plays a very important role in practical life. This also develops a base for various higher-level studies. Students can be asked to draw diagrams and graphs and correlate the concepts with the same to develop a better understanding.

Statistics and graphs

It is in class 9 that a very new dimension of mathematics opens up for the students which are known as statistics. A very important part of statistics is graphical representations that have their application in almost every sphere of knowledge. Therefore, it becomes very important to understand the basics of these concepts and good project work on this topic will definitely foster good learning.

Making and understanding 3D figures

There are various 3-D figures which a student must understand, like cubes and cuboid being the basics. The calculations for these 3-D figures are not as easy as the 2-D figures. Therefore, good project work will facilitate the visualization of 3-D figures and also help students to understand the various formulas and calculations related to it.

Similarity and Congruency

Another very important concept of geometry that pops up in class 9-10 is the similarity and congruency of triangles. Students often face a lot of difficulty in understanding these concepts. Therefore, a project work that has a good amount of research work with a number of assignments and questions to solve will definitely help a student to learn the concept of similarity incongruency.

Mensuration and Volume

The concepts of mensuration take a whole new level in class 9-10. It brings in new concepts like surface area, volume, etc., and also brings in new figures like a cylinder, circle, cone, etc. It is equally important to understand these concepts and shapes also. Good project work will definitely foster a good knowledge of these concepts.

These were some of the most interesting lists of maths project topics that we have curated for you through this article. We hope this article was useful and will help the readers to choose some of the most interesting topics out there to learn, grow and develop. These topics are proven to be the most beneficial for students. Choose from the best, the ones which suit you the best.

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Frequently Asked Questions (FAQs)

What are the mathematical tools which are essential in building projects.

• Chart Paper (For creating shapes etc.)
• Set Squares

What are different types of graphs which can be used to describe data?

• Bar Graph - For Discrete Numerical Data
• Pie Chart - For Percentage Data
• Histograms - For Continuous Numerical Data
• Line Chart - For Discrete Numerical Data (used for showing the comparison between the values)

What are different examples of Symmetrical shapes? ​​​​​

• Equilateral Triangle
• Cardioid (Heart Shape)
• Letter 'A'
• Letter 'U'

• © 2020

A Project-Based Guide to Undergraduate Research in Mathematics

Starting and Sustaining Accessible Undergraduate Research

• Pamela E. Harris 0 ,
• Erik Insko 1 ,
• Aaron Wootton 2

Mathematics, Williams College, Williamstown, USA

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Mathematics, Florida Gulf Coast University, Fort Myers, USA

Mathematics, university of portland, portland, usa.

• Provides students with all the tools and information they will need to pursue undergraduate research within concise and accessible chapters
• Guides faculty through creating sustainable research programs by offering helpful hints and tips
• Contains a unique chapter on pursuing research in mathematics education

Part of the book series: Foundations for Undergraduate Research in Mathematics (FURM)

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Table of contents (11 chapters)

Front matter, folding words around trees: models inspired by rna.

• Elizabeth Drellich, Heather C. Smith

Phylogenetic Networks

• Elizabeth Gross, Colby Long, Joseph Rusinko
• Tropical Geometry
• Ralph Morrison

Chip-Firing Games and Critical Groups

• Darren Glass, Nathan Kaplan

Counting Tilings by Taking Walks in a Graph

• Steve Butler, Jason Ekstrand, Steven Osborne

Beyond Coins, Stamps, and Chicken McNuggets: An Invitation to Numerical Semigroups

• Scott Chapman, Rebecca Garcia, Christopher O’Neill

Lateral Movement in Undergraduate Research: Case Studies in Number Theory

• Stephan Ramon Garcia

Projects in (t, r) Broadcast Domination

• Pamela E. Harris, Erik Insko, Katie Johnson

Squigonometry: Trigonometry in the p -Norm

• William E. Wood, Robert D. Poodiack

Researching in Undergraduate Mathematics Education: Possible Directions for Both Undergraduate Students and Faculty

• Milos Savic

Undergraduate Research in Mathematical Epidemiology

• Selenne Bañuelos, Mathew Bush, Marco V. Martinez, Alicia Prieto-Langarica
• Undergraduate research in mathematics
• Phylogenetic networks
• Numerical Semigroups
• Squigonometry
• Mathematical Epidemiology
• combinatorics

Pamela E. Harris

Aaron Wootton

Book Title : A Project-Based Guide to Undergraduate Research in Mathematics

Book Subtitle : Starting and Sustaining Accessible Undergraduate Research

Editors : Pamela E. Harris, Erik Insko, Aaron Wootton

Series Title : Foundations for Undergraduate Research in Mathematics

DOI : https://doi.org/10.1007/978-3-030-37853-0

Publisher : Birkhäuser Cham

eBook Packages : Mathematics and Statistics , Mathematics and Statistics (R0)

Copyright Information : Springer Nature Switzerland AG 2020

Hardcover ISBN : 978-3-030-37852-3 Published: 18 April 2020

Softcover ISBN : 978-3-030-37855-4 Published: 18 April 2021

eBook ISBN : 978-3-030-37853-0 Published: 17 April 2020

Series ISSN : 2520-1212

Series E-ISSN : 2520-1220

Edition Number : 1

Number of Pages : XI, 324

Number of Illustrations : 61 b/w illustrations, 81 illustrations in colour

Topics : Combinatorics

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Mathematics Education Project Topics and Materials | PDF/DOC

Best mathematics education project topics and research materials (pdf/doc), here is the list of best mathematics education project topics and (pdf/doc) materials for students:.

Problem Of Teaching And Learning Of Mathematics In Senior Secondary Schools. Case Study Of Enugu North Lga Of Enugu State.

Causes And Effects Of Mass Failure In Junior Secondary School Certificate Examination (Jssce) Mathematics. A Case Study Of Nsukka Educatiopn Zone Of Enugu State.

Comparison Of Junior And High School Attitude Towards Mathematics. .

Relative Academic Performances Of Secondary School Students In School Certificate Mathematics & English Language. A Case Study Of Enugu North L.G.A.

Availability Of Laboratory Facilities For Effective Teaching – Learning Of Mathematics, Integrated Science And Computer Science In Junior Secondary Schools. Case Study Of Enugu North L.G.A.

Impact Of Laboratory Practical On Senior Secondary School Student Academic Achievement In Biology, Chemistry And Mathematics. Case Study Of Ss2 In Enugu North Lga.

Effect Of Student Perception On Teaching And Learning Mathematics. A Case Study Of Igboeze North Local Government Area Of Enugu State.

Impact Of Laboratory Practical On Senior Secondary School Student Academic Achievement In SS2 Biology, Chemistry And Mathematics. A Case Study Of Enugu North Lga Of Enugu State.

Investigation Into Academic Indiscipline And Failure Among Secondary School Students In (English Language Mathematics, Igbo language, Agricultural Science, Economics. A Case Study Of Nigeria.

Problems Militating Against The Effective Teaching And Learning Of Mathematics In Junior Secondary Schools. (A Case Study Of Enugu West Senatorial Zone, Enugu State).

Effect Of Class Size To The Teaching And Learning Of Mathematics. In Enugu North Local Government Area Of Enugu State.

Top Mathematics Education Project Topics and Research Areas for Students:

• Innovative Pedagogical Approaches: Explore novel teaching methods and strategies in mathematics education, such as flipped classrooms, inquiry-based learning, and project-based learning, assessing their effectiveness in enhancing student engagement and understanding.
• Integration of Technology: Investigate the integration of technology, including computer-based learning tools, educational apps, and interactive simulations, to facilitate mathematical understanding and skill development among students.
• Assessment Methods: Examine various assessment methods in mathematics education, including formative assessment, summative assessment, and alternative assessment techniques, to evaluate student learning outcomes accurately.
• Cultural Relevance in Mathematics Education: Analyze the cultural factors that influence mathematics teaching and learning, exploring ways to make mathematical content more culturally relevant and accessible to diverse student populations.
• Gender and Mathematics: Investigate gender differences in mathematical achievement and attitudes towards mathematics, exploring strategies to address gender disparities and promote equity in mathematics education.
• Mathematics Anxiety: Explore the phenomenon of mathematics anxiety among students and its impact on learning outcomes, identifying effective strategies for alleviating anxiety and promoting positive attitudes towards mathematics.
• Teacher Professional Development: Examine professional development programs for mathematics teachers, focusing on strategies for enhancing pedagogical knowledge, content knowledge, and instructional practices.
• Mathematical Problem Solving: Investigate the development of mathematical problem-solving skills among students, exploring instructional approaches and learning environments that foster problem-solving abilities.
• Mathematics Curriculum Development: Analyze mathematics curriculum frameworks and standards, exploring approaches to curriculum design and implementation that promote coherence, rigor, and relevance.
• Mathematical Modeling: Explore the use of mathematical modeling in the classroom, investigating how modeling tasks can engage students in authentic mathematical inquiry and real-world problem-solving.
• Mathematics and Multilingual Learners: Investigate effective instructional strategies for teaching mathematics to multilingual learners, considering language barriers and cultural differences in mathematical understanding.
• Mathematics and Special Education: Explore strategies for teaching mathematics to students with diverse learning needs, including those with disabilities or learning difficulties, focusing on inclusive instructional practices.
• Mathematics and Gifted Education: Examine approaches to challenging and enriching the mathematical learning experiences of gifted students, considering differentiated instruction and enrichment programs.
• Mathematics and Social Justice: Investigate the intersection of mathematics education and social justice, exploring ways to address inequities in access to high-quality mathematics instruction and opportunities.
• Mathematics Teacher Identity: Explore the development of teacher identity in mathematics education, considering factors that shape teachers’ beliefs, attitudes, and practices in teaching mathematics.
• Mathematics Teacher Collaboration: Investigate collaborative practices among mathematics teachers, including professional learning communities, lesson study groups, and co-teaching arrangements, to promote teacher collaboration and collective efficacy.
• Parental Involvement in Mathematics Education: Examine the role of parents and families in supporting children’s mathematical learning, exploring strategies for enhancing parental involvement and communication between home and school.
• Cross-Curricular Connections: Explore interdisciplinary connections between mathematics and other subject areas, such as science, technology, engineering, and the arts, fostering integrated approaches to teaching and learning.
• History of Mathematics Education: Investigate the historical development of mathematics education, examining influential figures, movements, and reforms that have shaped the field over time.
• Ethics in Mathematics Education Research: Reflect on ethical considerations in mathematics education research, including issues related to participant consent, confidentiality, and potential harm to participants.
• Mathematics Teacher Beliefs: Explore the beliefs and attitudes of mathematics teachers towards teaching and learning, investigating the impact of these beliefs on instructional practices and student outcomes.
• Mathematics and Motivation: Investigate motivational factors that influence student engagement and achievement in mathematics, exploring strategies for fostering intrinsic motivation and a growth mindset.
• Mathematics and Socioeconomic Status: Examine the relationship between socioeconomic status and mathematics achievement, considering the impact of poverty, access to resources, and educational opportunities on student outcomes.
• Assessment for Learning: Explore the principles of assessment for learning in mathematics education, focusing on how formative assessment practices can enhance student understanding and inform instructional decisions.
• Mathematics and Neuroscience: Investigate insights from cognitive neuroscience that inform our understanding of mathematical learning processes, exploring implications for instructional design and intervention strategies.
• Mathematics Teacher Preparation: Examine pre-service and in-service teacher preparation programs in mathematics education, evaluating the effectiveness of different approaches in preparing teachers for the classroom.
• Mathematics and Gifted Education: Investigate approaches to identifying and serving gifted students in mathematics, considering issues related to assessment, curriculum differentiation, and talent development.
• Mathematics and Social Media: Explore the use of social media platforms for mathematics education, considering how online communities, resources, and collaborative tools can support teaching and learning.
• Mathematics and Environmental Education: Investigate connections between mathematics and environmental education, exploring ways to integrate mathematical concepts and skills into the study of environmental issues and sustainability.
• Mathematics and Critical Thinking: Examine the role of mathematics in promoting critical thinking skills, exploring instructional strategies that encourage students to analyze, evaluate, and solve complex problems.
• Mathematics and Cultural Diversity: Investigate cultural perspectives on mathematics teaching and learning, considering how cultural norms, values, and practices influence mathematical reasoning and problem-solving approaches.
• Mathematics and Entrepreneurship Education: Explore connections between mathematics education and entrepreneurship education, considering how mathematical thinking and problem-solving skills are essential for entrepreneurial success.
• Mathematics and Global Competence: Investigate the role of mathematics education in fostering global competence, including intercultural understanding, communication skills, and awareness of global issues.
• Mathematics and Environmental Justice: Explore the intersection of mathematics education and environmental justice, considering how mathematical modeling and data analysis can inform advocacy and decision-making.
• Mathematics and Early Childhood Education: Investigate effective approaches to teaching mathematics in early childhood settings, focusing on developmentally appropriate activities and instructional strategies.
• Mathematics and Indigenous Knowledge: Explore connections between mathematics education and indigenous knowledge systems, considering culturally relevant approaches to teaching and learning mathematics.
• Mathematics and Health Education: Investigate connections between mathematics education and health education, exploring how mathematical concepts and skills can be applied to understanding health-related data and making informed decisions.
• Mathematics and Social Emotional Learning: Explore the intersection of mathematics education and social-emotional learning, considering how mathematical tasks and collaborative activities can promote skills such as self-regulation, perseverance, and empathy.
• Mathematics and Career Readiness: Investigate the role of mathematics education in preparing students for future careers, considering the relevance of mathematical skills in various industries and professions.
• Mathematics and Sustainable Development Goals: Explore connections between mathematics education and the United Nations Sustainable Development Goals, considering how mathematical thinking and problem-solving can contribute to addressing global challenges such as poverty, inequality, and climate change.

Good Mathematics Education Project Topics and Research Ideas for Final Year Students:

• The Impact of Gamification on Mathematics Learning in Elementary Schools.
• Investigating the Effectiveness of Peer Tutoring in Improving Math Performance.
• Analyzing the Relationship Between Math Anxiety and Academic Achievement.
• Developing Interactive Math Lessons Using Virtual Reality Technology.
• The Role of Gender in Math Achievement: A Comparative Study.
• Exploring the Use of Manipulatives in Teaching Elementary Mathematics.
• Investigating the Impact of Flipped Classroom Models on Math Learning.
• Assessing the Effectiveness of Online Math Platforms in Improving Skills.
• Analyzing the Influence of Socioeconomic Status on Math Achievement.
• Implementing Project-Based Learning in High School Mathematics.
• Examining the Use of Math Apps in Early Childhood Education.
• Investigating the Correlation Between Spatial Skills and Math Performance.
• The Role of Professional Development in Enhancing Math Teaching.
• Assessing the Impact of Differentiated Instruction in Math Classrooms.
• Integrating Math and Art: A Creative Approach to Teaching Geometry.
• Exploring the Effectiveness of Inquiry-Based Learning in Mathematics.
• Investigating the Influence of Parental Involvement on Math Achievement.
• Analyzing the Impact of Math Competitions on Student Motivation.
• The Use of Storytelling in Teaching Mathematical Concepts.
• Examining the Benefits of Cooperative Learning in Math Classes.
• Implementing Real-World Applications in High School Math Curriculum.
• Investigating the Relationship Between Math Literacy and Critical Thinking.
• Analyzing the Effect of Mindfulness Practices on Math Anxiety.
• Exploring the Integration of Technology in College-level Mathematics.
• Assessing the Effectiveness of Math Intervention Programs.
• Investigating the Impact of Homework on Math Achievement.
• The Role of Teacher Beliefs in Shaping Math Instruction.
• Analyzing the Influence of Cultural Background on Math Attitudes.
• Examining the Effect of Formative Assessment on Math Learning.
• Investigating the Role of Visualization in Understanding Math Concepts.
• Analyzing the Impact of Blended Learning in College Mathematics.
• Exploring the Use of Educational Games for Math Remediation.
• Investigating the Effects of a Flipped Mastery Approach in Algebra.
• Assessing the Relationship Between Math and Music Education.
• The Impact of Multisensory Instruction on Math Learning Disabilities.
• Examining the Integration of Coding in Middle School Math Curriculum.
• Analyzing the Effectiveness of Math Journals in Elementary Education.
• Investigating the Influence of Early Numeracy Skills on Later Math Success.
• Assessing the Impact of Math Enrichment Programs on Gifted Students.
• Exploring the Use of Math Manipulatives in Special Education Settings.
• Investigating the Role of Metacognition in Math Problem Solving.
• Analyzing the Effects of Teacher Feedback on Math Achievement.
• The Impact of Socioeconomic Factors on Access to Advanced Math Courses.
• Examining the Use of Interactive Whiteboards in Math Instruction.
• Assessing the Effectiveness of Math Workshops for Teacher Professional Development.
• Investigating the Relationship Between Math and Physical Activity.
• Exploring the Integration of Math and Literature in Elementary Education.
• Analyzing the Impact of Math Tutoring Programs on Student Achievement.
• The Role of Assessment in Differentiating Math Instruction.
• Investigating the Influence of Math Curriculum Alignment on Student Success.
• Examining the Impact of Project-Based Learning on Geometry Understanding.
• Assessing the Effectiveness of Math Summer Camps for Skill Retention.
• Analyzing the Relationship Between Spatial Reasoning and Geometry Skills.
• Investigating the Use of Math Puzzles in Developing Critical Thinking.
• Exploring the Impact of Peer Assessment in High School Math Classes.
• The Role of Mathematical Modeling in Real-World Problem Solving.
• Analyzing the Effect of Math Anxiety on Career Choices in STEM Fields.
• Investigating the Relationship Between Math and Computer Programming.
• Assessing the Impact of Math Competitions on College Admission.
• Examining the Use of Educational Apps for Math Homework Support.
• Exploring the Integration of Financial Literacy in Math Education.
• Analyzing the Effectiveness of Math Games in Preschool Settings.
• Investigating the Impact of Teacher-Student Relationships on Math Motivation.
• Assessing the Influence of Socioeconomic Factors on Math Homework Completion.
• The Role of Classroom Environment in Fostering Positive Math Attitudes.
• Examining the Effectiveness of Math Mentoring Programs.
• Analyzing the Impact of Math Field Trips on Student Engagement.
• Investigating the Relationship Between Math and Problem-Solving Skills.
• Exploring the Use of Math Trails in Outdoor Education.
• Assessing the Effect of Inquiry-Based Learning on College Math Achievement.
• The Impact of Math Anxiety Workshops on Student Confidence.
• Analyzing the Influence of Parental Expectations on Math Performance.
• Investigating the Relationship Between Math and Music Aptitude.
• Examining the Use of Math Stations in Elementary Classrooms.
• Assessing the Effectiveness of Math Homework Hotlines for Support.
• Analyzing the Impact of Math Competitions on Female Participation.
• Exploring the Relationship Between Math and Logical Reasoning.
• Investigating the Use of Math Blogs for Student Reflection.
• The Role of Math Discourse in Developing Conceptual Understanding.
• Examining the Effectiveness of Math Apps for Homework Assistance.
• Assessing the Impact of Math Professional Learning Communities.
• Investigating the Relationship Between Math and Spatial Intelligence.
• Analyzing the Use of Project-Based Learning in Middle School Math.
• Exploring the Integration of Math and Social Studies Curricula.
• The Impact of Math Workshops for Parents on Home Support.
• Assessing the Effectiveness of Math Intervention Programs for At-Risk Students.
• Examining the Relationship Between Math and Emotional Intelligence.
• Investigating the Use of Math Escape Rooms for Skill Development.
• Analyzing the Effectiveness of Math Competitions for Underrepresented Groups.
• Exploring the Impact of Math Enrichment Programs on Diverse Learners.
• The Role of Math Blogs in Fostering a Math Community.
• Assessing the Influence of Socioeconomic Factors on Math Extracurricular Participation.
• Investigating the Relationship Between Math and Executive Functioning.
• Examining the Use of Virtual Manipulatives in Online Math Instruction.
• Analyzing the Impact of Math Expos and Fairs on Student Interest.
• Exploring the Integration of Math and Environmental Education.
• The Effectiveness of Math Professional Development for Early Career Teachers.
• Assessing the Impact of Math Modeling Competitions on Critical Thinking.
• Investigating the Relationship Between Math and Creativity.
• Analyzing the Effect of Math Workshops for Teacher Collaboration.
• Exploring the Use of Math Storytelling in Early Childhood Education.
• The Impact of Math Art Projects on Visual-Spatial Skills.
• Assessing the Relationship Between Math Homework and Family Involvement.
• Investigating the Effectiveness of Math Software in Individualized Learning.
• Examining the Influence of Socioeconomic Factors on Math Persistence.
• Analyzing the Use of Math Apps for Skill Reinforcement.
• Exploring the Integration of Math and Technology in High School Curriculum.
• The Role of Math Games in Developing Number Sense.
• Assessing the Impact of Math Competitions on College Readiness.
• Investigating the Relationship Between Math and Career Aspirations.
• Examining the Effectiveness of Math Professional Development for In-Service Teachers.
• Analyzing the Influence of Socioeconomic Factors on Math Homework Help.
• Exploring the Use of Math Journals for Reflective Learning.
• The Impact of Math Camps on Advanced Placement Exam Performance.
• Assessing the Relationship Between Math and Critical Thinking Skills.
• Investigating the Effectiveness of Math Workshops for Teacher Evaluation.
• Analyzing the Use of Math Escape Rooms for Concept Review.
• Exploring the Integration of Math and Physical Education.
• The Role of Math Clubs in Fostering a Positive Math Culture.
• Assessing the Effectiveness of Math Apps in Homework Completion.
• Investigating the Relationship Between Math and Problem-Solving Strategies.
• Examining the Influence of Socioeconomic Factors on Math Test Anxiety.
• Analyzing the Impact of Math Enrichment Programs on Advanced Learners.
• Exploring the Use of Math Puzzles for Skill Reinforcement.
• The Effectiveness of Math Professional Development for Elementary Teachers.
• Assessing the Relationship Between Math and Visual Memory.
• Investigating the Role of Math Competitions in College Admission.
• Analyzing the Use of Math Apps for Test Preparation.
• Exploring the Integration of Math and Health Education.
• The Impact of Math Outreach Programs on Community Engagement.
• Assessing the Effectiveness of Math Workshops for Teacher Collaboration.
• Investigating the Relationship Between Math and Verbal Reasoning.
• Examining the Influence of Socioeconomic Factors on Math Achievement Gaps.
• Analyzing the Use of Math Blogs for Student Reflection.
• Exploring the Integration of Math and Social Justice Education.
• The Role of Math Games in Developing Number Fluency.
• Assessing the Impact of Math Competitions on College Success.
• Investigating the Effectiveness of Math Apps for Homework Support.
• Analyzing the Relationship Between Math and Career Preparedness.
• Exploring the Use of Math Storytelling in Middle School Education.
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Home > A&S > Math > MATH_GRADPROJ

Mathematics Graduate Projects and Theses

Theses/dissertations from 2022 2022.

Relationships Between COVID-19 Infection Rates, Healthcare Access, Socioeconomic Status, and Cultural Diversity , MarGhece P.J. Barnes

The Matrix Sortability Problem , Seth Cleaver

Cognitive Demand of Teacher-Created Mathematics Assessments , Megan Marie Schmidt

Waring Rank and Apolarity of Some Symmetric Polynomials , Max Brian Sullivan

Security Analysis of Lightweight Cryptographic Primitives , William Unger

Regression Analysis of Resilience and COVID-19 in Idaho Counties , Ishrat Zaman

Theses/Dissertations from 2021 2021

Tukey Morphisms Between Finite Binary Relations , Rhett Barton

A Data Adaptive Model for Retail Sales of Electricity , Johanna Marcelia

Exploring the Beginnings of Algebraic K-Theory , Sarah Schott

Zariski Geometries and Quantum Mechanics , Milan Zanussi

Theses/Dissertations from 2020 2020

The Directed Forest Complex of Cayley Graphs , Kennedy Courtney

Beliefs About Effective Instructional Practices Among Middle Grades Teachers of Mathematics , Lauren A. Dale

Analytic Solutions for Diffusion on Path Graphs and Its Application to the Modeling of the Evolution of Electrically Indiscernible Conformational States of Lysenin , K. Summer Ware

Theses/Dissertations from 2019 2019

Dynamic Sampling Versions of Popular SPC Charts for Big Data Analysis , Samuel Anyaso-Samuel

Computable Reducibility of Equivalence Relations , Marcello Gianni Krakoff

On the Fundamental Group of Plane Curve Complements , Mitchell Scofield

Radial Basis Function Finite Difference Approximations of the Laplace-Beltrami Operator , Sage Byron Shaw

Formally Verifying Peano Arithmetic , Morgan Sinclaire

Theses/Dissertations from 2018 2018

Selective Strong Screenability , Isaac Joseph Coombs

Mathematics Student Achievement in the Context of Idaho’s Advanced Opportunities Initiative , Nichole K. Hall

Secure MultiParty Protocol for Differentially-Private Data Release , Anthony Harris

Theses/Dissertations from 2017 2017

A Stable Algorithm for Divergence-Free and Curl-Free Radial Basis Functions in the Flat Limit , Kathryn Primrose Drake

The Classification Problem for Models of ZFC , Samuel Dworetzky

Joint Inversion of Compact Operators , James Ford

Trend and Return Level of Extreme Snow Events in New York City , Mintaek Lee

Multi-Rate Runge-Kutta-Chebyshev Time Stepping for Parabolic Equations on Adaptively Refined Meshes , Talin Mirzakhanian

Investigating College Instructors’ Methods of Differentiation and Derivatives in Calculus Classes , Wedad Mubaraki

The Random Graph and Reciprocity Laws , Spencer M. Nelson

Classification of Vertex-Transitive Structures , Stephanie Potter

Theses/Dissertations from 2016 2016

On the Conjugacy Problem for Automorphisms of Trees , Kyle Douglas Beserra

The Density Topology on the Reals with Analogues on Other Spaces , Stuart Nygard

Latin Squares and Their Applications to Cryptography , Nathan O. Schmidt

Solution Techniques and Error Analysis of General Classes of Partial Differential Equations , Wijayasinghe Arachchige Waruni Nisansala Wijayasinghe

Numerical Computing with Functions on the Sphere and Disk , Heather Denise Wilber

Theses/Dissertations from 2015 2015

The Classical Theory of Rearrangements , Monica Josue Agana

Nonlinear Partial Differential Equations, Their Solutions, and Properties , Prasanna Bandara

The Impact of a Quantitative Reasoning Instructional Approach to Linear Equations in Two Variables on Student Achievement and Student Thinking About Linearity , Paul Thomas Belue

Student Understanding of Function and Success in Calculus , Daniel I. Drlik

Monodromy Representation of the Braid Group , Phillip W. Hart

The Frobenius Problem , Anna Marie Megale

Theses/Dissertations from 2014 2014

Pi-1-1-determinacy and Sharps , Shehzad Ahmed

A Radial Basis Function Partition of Unity Method for Transport on the Sphere , Kevin Aiton

Diagrammatically Reducible 2-Complexes , Tyler Allyn

A Stochastic Parameter Regression Model for Long Memory Time Series , Rose Marie Ocker

Theses/Dissertations from 2013 2013

The Assignment Packet Grading System , Sarah Nichole Bruce

Using Learner-Generated Examples to Support Student Understanding of Functions , Martha Ottelia Dinkelman

Computing Curvature and Curvature Normals on Smooth Logically Cartesian Surface Meshes , John Thomas Hutchins

Schur's Theorem and Related Topics in Ramsey Theory , Summer Lynne Kisner

Theses/Dissertations from 2012 2012

On the Geometry of Virtual Knots , Rachel Elizabeth Byrd

A Stochastic Parameter Regression Approach for Time-Varying Relationship between Gold and Silver Prices , Birsen Canan-McGlone

Uncertainty Analysis of RELAP5-3D© , Alexandra E. Gertman and George L. Mesina

A Statistical Method for Regularizing Nonlinear Inverse Problems , Chad Clifton Hammerquist

Perfect Stripes from a General Turing Model in Different Geometries , Jean Tyson Schneider

Stability and Convergence for Nonlinear Partial Differential Equations , Oday Mohammed Waheeb

Regular Homotopy of Closed Curves on Surfaces , Katherine Kylee Zebedeo

Theses/Dissertations from 2011 2011

Coloring Problems , Thomas Antonio Charles Chartier

Modules Over Localized Group Rings for Groups Mapping Onto Free Groups , Nicholas Davidson

How Do We Help Students Interpret Contingency Tables? A Study on the Use of Proportional Reasoning as an Intervention , Kathleen M. Isaacson

A Fictitious Point Method for Handling Boundary Conditions in the RBF-FD Method , Joseph Lohmeier

Theses/Dissertations from 2010 2010

Developmental Understanding of the Equals Sign and Its Effects on Success in Algebra , Ryan W. Brown

The Inquiry Learning Model as an Approach to Mathematics Instruction , Michael C. Brune

Galois Theory for Differential Equations , Soheila Eghbali

Stably Free Modules Over the Klein Bottle , Andrew Misseldine

Combinatorics and Topology of Curves and Knots , Bailey Ann Ross

Theses/Dissertations from 2009 2009

Concept Booklets: Examining the Performance Effects of Journaling of Mathematics Course Concepts , Todd Stephen Fogdall

Effective Sample Size in Order Statistics of Correlated Data , Neill McGrath

Transparency in Formal Proof , Cap Petschulat

Weight Selection by Misfit Surfaces for Least Squares Estimation , Garrett Saunders

The Effects of a Standards-Based Mathematics Curriculum on the Self-Efficacy and Academic Achievement of Previously Unsuccessful Students , Cindy Chesley Shaw

Analytical Upstream Collocation Solution of a Quadratic Forced Steady-State Convection-Diffusion Equation , Eric Paul Smith

Solvability Characterizations of Pell Like Equations , Jason Smith

Theses/Dissertations from 2008 2008

Tube-Equivalence of Spanning Surfaces and Seifert Surfaces , Thomas Glass

Simple Tests for Short Memory in ARFIMA Models , Timothy A. C. Hughes

Incomparable Metrics on the Cantor Space , Trevor Jack

Richards' Equation and Its Constitutive Relations as a System of Differential-Algebraic Equations , Shannon K. Murray

Theses/Dissertations from 2007 2007

Theorem Proving in Elementary Analysis , Joanna Porter Guild

An Investigation of Lucas Sequences , Dustin E. Hinkel

A Canonical Countryman Line , William Russell Hudson

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Project work in university mathematics education

1995, Educational Studies in Mathematics

Related Papers

Bjørn Smestad

For three years (2003/04, 2004/05 and 2005/06), my students were assigned a project on the history of mathematics, where they created materials for the classroom. In this paper, I will look at the way they chose approach this, and see if this may give hints to what their conceptions of history of mathematics, and its role in mathematics education, may be.

International Journal of Educational Methodology

GLenda Rivera

LUMAT: International Journal on Math, Science and Technology Education

Jorma Joutsenlahti

In project-based learning, pupils have two central learning objectives: to understand the content of the subject and to develop their twenty-first-century skills. This article concerns the use of project work in mathematics learning, considered here in the context of the Finnish national core curriculum, mathematical proficiency, and pupils’ previous level of attainment. The research consisted of two case studies in which a coordinate system project and a statistics project were tested with secondary school pupils (N=59+58). The main findings show it is possible to study the mathematics of the curriculum and to develop all types of mathematical proficiency using project work. Additionally, the pupils’ grades on the project work correlate positively with their overall grades in mathematics.

International Journal of Education ISSN 1948-5476 2011, Vol. 3, No. 1: E4

Antonio Jose Batel Anjo , Isabel Cabrita , Sonia Pais

The educational context requires a renewal of paradigms. Profound changes in the roles and functions of teachers and students are particularly vital. More active, cooperative and participative methodologies of learning must be privileged, breaking with magisterial education and the mere ‘transmission’ of knowledge. Informatics tools can become a major element in the educational context, promoting significant and self-regulated learning for the student, always under the adequate orientation of the teacher. In this context, the Mathematics Education Project (PmatE) was created in the University of Aveiro, with the main objective of identifying and counteracting the causes of school failure in mathematics in an innovative approach. However, the PmatE platform has not yet been subjected to the kind of systematic evaluation, especially in higher education, that would allow us to understand in what conditions the goals can be achieved. Thus, the question underlying this explanatory research is: “What impact does the platform of assisted education developed by PmatE have in the process of learning math subjects at university level?” A previous analysis (still ongoing) of the data collected through several techniques – inquiry, documental analysis and participant observation – suggests there are interesting and innovative alternatives to the dominant pedagogies in higher education (where teaching assumes almost exclusively a magisterial form), with significant advantages for the construction of knowledge and for the development of the students’ capabilities.

Marie Joubert

There is some criticism in the mathematics education professional development literature that the majority of studies are designed and run by teacher educators and second that the voice of the teacher is not well represented. This paper aims to address this criticism by reporting on 49 funded research studies, requiring collaboration between at least two schools, but otherwise designed, conducted and reported on by teachers of mathematics. The paper explains how and why the studies were initiated and goes on to present the findings reported by the teachers in terms of their learning, changes in their organisations, changes in their practice and improved student learning. Although it is too soon to know if any changes are sustained, the reports suggest that overall the projects generated enthusiasm, energy and a real sense of having done something worthwhile.

Exploring the Theory, Pedagogy and Practice of Networked Learning

Oluf Danielsen

Acta Scientiae

Alessandro Ribeiro

Context: Rethinking mathematics teaching practices in a university context is an emerging research theme. Objectives: In this article, we aim to discuss the limits and possibilities of using mathematical tasks in the teaching and learning processes of the concepts of Derivative, Integral and the Fundamental Theorem of Calculus. Design: The study is based on a qualitative-interpretative perspective of research, with methodological procedures inspired by a Design-Based Research. Environment and participants: The research was developed with students attending a Functions of a Variable class in a public university in the state of São Paulo. Data collection and analysis: Data were collected through mathematical tasks on Differential and Integral Calculus solved by students. The protocols produced were analysed, pointing out the main aspects identified, which led us to organize categories of analysis and dimensions (i) knowledges mobilized and developed by students in relation to mathemat...

Maria Martinho

Helia Margarida Aparicio Pintao Oliveira

Biotechnology Letters

Robert Verpoorte

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Mathematics > Combinatorics

Title: combinatorics of complex maximal determinant matrices.

Abstract: This doctoral thesis covers several topics related to the construction and study of maximal determinant matrices with complex entries. The first three chapters are devoted to number-theoretic tools to prove the non-solvability of Gram matrix equations over certain fields, with a focus on combinatorial applications. Chapter 4 gives a survey on Butson-type Hadamard matrices, and shows an improved lower bound on primes $p$ for the existence of $BH(12p, p)$ matrices. Chapter 5 contains the main contributions of the thesis, where the maximal determinant problem for matrices over the m-th roots of unity is discussed, and where new upper and lower bounds, as well as constructions at small orders, are given. Chapter 6 studies maximal determinant matrices over association schemes. Chapter 7 gives an application of design theory to privacy in communications, and it is connected to the rest of the thesis by the use of the theory of quadratic forms.

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