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CS 161 - Design and Analysis of Algorithms
Prof. tim roughgarden, course description.
Course Overview: Introduction to fundamental techniques for designing and analyzing algorithms, including asymptotic analysis; divide-and-conquer algorithms and recurrences; greedy algorithms; data structures; dynamic programming; graph algorithms; and randomized algorithms.
Required textbook: Kleinberg and Tardos, Algorithm Design, 2005. We will be covering most of Chapters 4–6, some parts of Chapter 13, and a couple of topics not in the book.
Prerequisites: Introduction to proofs, and discrete mathematics and probability (e.g., CS 103 and Stat116). If you have not taken a probability course, you should expect to do some independent reading during the course on topics including random variables, expectation, conditioning, and basic combinatorics.
1. INTRODUCTION (1/4/2011)
2. basic divide & conquer (1/6/2011), 3. the master method (1/11/2011), 4. linear-time median (1/13/2011) we apologize for the poor audio quality in this video., 5. graph search & dijkstra's algorithm (1/18/2011), 6. connectivity in directed graphs (1/20/2011), 7. introduction to greedy algorithms (1/25/2011), 8. minimum spanning trees (1/27/2011), 9. kruskal's algorithm and union-find (2/1/2011), 10. path compression and clustering (2/3/2011), 11. introduction to randomized algorithms (2/8/2011), 12. quicksort (2/10/2011), 13. hashing (2/15/2011), 14. balanced search trees and skip lists (2/17/2011), 15. introduction to dynamic programming (2/22/2011), 16. sequence alignment (2/24/2011), 17. shortest paths: bellman-ford and floyd-warshall (3/1/2011), 18. np-complete problems (3/3/2011), 19. approximation algorithms (3/8/2011), 20. the wider world of algorithms (3/10/2011).
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Design and analysis of algorithms
- Asymptotic complexity, O() notation
- Sorting and search
- Algorithms on graphs: exploration, connectivity, shortest paths, directed acyclic graphs, spanning trees
- Design techniques: divide and conquer, greedy, dynamic programming
- Data structures: heaps, union of disjoint sets, search trees
- Intractability
Note: This exam date is subjected to change based on seat availability. You can check final exam date on your hall ticket.
Page Visits
Course layout, books and references, instructor bio.
Prof. Madhavan Mukund
Course certificate.
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We've just released our solutions set for the final project, which also includes statistics and common mistakes. The projects are available for pickup in the Gates building, and electronic submissions should be returned soon. Problem Set Six will also be returned soon.
Thanks for a wonderful quarter, and enjoy the rest of the summer!
The final project goes out today. It's due this Saturday, August 17 at 12:15PM. No late submissions will be accepted! Also remember that unlike on the problem sets, you must work on the project entirely on your own. Good luck!
The algorithm we gave for solving the Longest Increasing Subsequence problem on the "Guide to Dynamic Programming" handout had an error in it (sorry about that!) We've posted a corrected version online.
Problem Set Six goes out today. It's due next Monday, August 12 at 2:15PM. This final problem set of the quarter explores dynamic programming in a variety of contexts.
We've also released a guide to dynamic programming outlining how to structure correctness proofs for DP algorithms.
EDIT: Ooops! There was a small typo in the counterexample to why the greedy algorithm for change making doesn't work. It's now fixed in the online version.
Problem Set Five goes out today. It's due next Monday, August 5 at 2:15PM. This problem set explores greedy algorithms and the proof techniques associated with them. Some problems are standard greedy algorithms, while others show how greedy algorithms can find approximately good solutions to hard problems.
We've also released a guide to greedy algorithms that should give you some extra assistance writing proofs. As you'll see, proving greedy algorithms work correctly can be challenging, and we hope that this handout helps out!
Problem Set Four went out today. It's due next Monday, July 29 at 2:15PM. This problem set is about randomness: expected values, probabilities, and universal hashing all make an appearance here, and by the time you've completed the problem set we hope you'll have a much deeper understanding of just how powerful a tool randomness can be.
We've also released a guide to randomized algorithms that should give you a sense for the level of detail we're looking for in your answers.
Problem Set Three went out today. It's due next Monday, July 22 at 2:15PM. This problem set explores divide-and-conquer algorithms and recurrence relations, and we hope that it will cement your understanding of this algorithmic technique!
We have just posted a handout containing useful mathematical terms and identities . We hope that this handout helps you navigate some of the mathematically trickier parts of the course!
Problem Set Two went out today. It's due next Friday, July 12 at 2:15PM. In this problem set, you'll get to play around with graphs and graph algorithms and will gain experience applying the techniques from the course across a variety of domains.
There was a small bug in Monday's lecture's definition of Ω notation. The constant c must be positive, since otherwise f(n) = Ω(g(n)) for any f and g by just setting c = 0. The slides have been updated to correct for this.
Sorry about that!
Problem Set One went out today. It's due next Wednesday, July 3 at 2:15PM. This problem set explores O, Ω, and Θ notations, algorithm design and correctness, and basic graph algorithms. By the time you're done, we hope that you'll have a much better understanding of how to design and analyze algorithms!
We've also put together a handout containing advice and policies for problem sets . We recommend reading over it before starting the problem set.
Hope this helps!
Welcome to CS161! We've got an exciting quarter ahead of us filled with beautiful algorithms and problem-solving strategies. Over the upcoming weeks, we'll explore a variety of ways to model and solve problems that arise in computer science, biology, operations research, networking, and much more.
In the meantime, feel free to check out the course information handout and syllabus to learn more about what this class is all about, the prerequisites, and the course policies. If you have any questions in the meantime, feel free to email me at [email protected] with questions.
See you soon!
00: Course Information 01: Syllabus 02: Problem Set Advice 05: Math Terms and Identities 07: Guide to Reductions 08: Guide to Divide-and-Conquer 10: Guide to Randomized Algorithms 12: Guide to Greedy Algorithms 14: Guide to Dynamic Programming 15: Final Project
Assignments
Problem Set One (solutions) Problem Set Two (solutions) Problem Set Three (solutions) Problem Set Four (solutions) Problem Set Five (solutions) Problem Set Six (solutions) Final Project (solutions)
Programming Section
Week 1: Introduction ( data | code ) Week 2: Graph Search ( data | code ) Week 3: Divide and Conquer ( data | code ) Week 4: Randomized Algorithms ( data | code ) Week 5: Greedy Algorithms ( data | code ) Week 6: Minimum Spanning Trees ( data | code ) Week 7: Dynamic Programming ( data | code ) Week 8: Contest Programming ( data | code )
Office Hours
Keith (Gates 178):
- Tuesday, 2:15PM - 4:15PM
- Thursday, 2:15PM - 4:15PM
Andy (Clark S250):
- Monday / Wednesday, 4PM - 6PM
Sean (Remote OH):
- Sunday, 1PM - 5PM
Kostas (Gates 460):
- Monday / Wednesday, 6PM - 8PM
Phil (Gates B26A):
- Tuesday / Thursday, 10AM - Noon
Julie (Gates B24A):
- Tuesday / Thursday, 6PM - 8PM
Lecture Videos Gradebook
00: Algorithmic Analysis Slides (Condensed) 01: Fundamental Graph Algorithms I Slides (Condensed) 02: Fundamental Graph Algorithms II Slides (Condensed) 03: Fundamental Graph Algorithms III Slides (Condensed) 04: Fundamental Graph Algorithms IV Slides (Condensed) 05: Divide-and-Conquer Algorithms I Slides (Condensed) 06: Divide-and-Conquer Algorithms II Slides (Condensed) 07: Divide-and-Conquer Algorithms III Slides (Condensed) 08: Divide-and-Conquer Algorithms IV Slides (Condensed) 09: Randomized Algorithms I Slides (Condensed) 10: Randomized Algorithms II Slides (Condensed) 11: Randomized Algorithms III Slides (Condensed) 12: Randomized Algorithms IV Slides (Condensed) 13: Greedy Algorithms I Slides (Condensed) 14: Greedy Algorithms II Slides (Condensed) 15: Greedy Algorithms III Slides (Condensed) 16: Dynamic Programming I Slides (Condensed) 17: Dynamic Programming II Slides (Condensed) 18: Dynamic Programming III Slides (Condensed) 19: Intractable Problems I Slides (Condensed) 20: Intractable Problems II Slides (Condensed) 21: Intractable Problems III Slides (Condensed) 22: Where to Go from Here Slides
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Assistant Professor, Xiamen University
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CST207 Design and Analysis of Algorithms
Undergraduate course of computer science and technology, Xiamen University Malaysia, 2020-04
This course covers introduction to algorithms, asymptotic analysis, analyzing algorithms, probabilistic analysis, recursive algorithm, divide-and-conquer algorithms, dynamic programming, greedy algorithms, NP-complete theory, backtracking, branch-and-bound, searching problems and approximation algorithms.
Lecture Notes
Lecture 1: Introduction to Algorithms
Lecture 2: Theoretical Analysis
Lecture 3: Probabilistic and Recursive Analysis
Lecture 4: Divide-and-Conquer and Sorting Algorithms 1
Lecture 5: Divide-and-Conquer and Sorting Algorithms 2
Lecture 6: Dynamic Programming
Lecture 7: The Greedy Approach
Lecture 8: Backtracking
Lecture 9: Branch-and-Bound
Lecture 10: The Searching Problem
Lecture 11: The Theory of NP
Lecture 12: Approximation Algorithms
Assignments and Projects
Assignment 1
Assignment 2
Assignment 3
Assignment 4
Assignment 5
Assignment 6
- Interview Q
DAA Tutorial
Asymptotic analysis, analysis of sorting, divide and conquer, lower bound theory, sorting in linear time, binary search trees, red black tree, dynamic programming, greedy algorithm, backtracking, shortest path, all-pairs shortest paths, maximum flow, sorting networks, complexity theory, approximation algo, string matching.
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Course info, instructors.
- Prof. Erik Demaine
- Prof. Srini Devadas
- Prof. Nancy Lynch
Departments
- Electrical Engineering and Computer Science
- Mathematics
As Taught In
- Algorithms and Data Structures
- Computer Networks
- Cryptography
- Applied Mathematics
Learning Resource Types
Design and analysis of algorithms, class on design and analysis of algorithms, problem set 1.
This resource contains information regarding class on design and analysis of algorithms, problem set 1.
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Course Name: Fundamental Algorithms: Design and Analysis
- About Course
- Certificate Type
- Toppers list
Course abstract
This course provides an introduction to mathematical modeling of computational problems. It covers the common algorithms, algorithmic paradigms, and data structures used to solve these problems. The course emphasizes the relationship between algorithms and programming, and introduces basic performance measures and analysis techniques for these problems.
Course Instructor
Prof. Sourav Mukhopadhyay
Teaching assistant(s), course duration : sep-oct 2016, view course, syllabus, enrollment : 30-jul-2016 to 05-aug-2016, exam registration : 29-jul-2016 to 24-sep-2016, exam date : 16-oct-2016, 23-oct-2016, course statistics will be published shortly, certificate eligible, certified category count, successfully completed, participation.
Category : Successfully Completed
Category : Elite
Category : Gold
>=90 - Elite + Gold 60-89 - Elite 40-59 - Successfully Completed <40 - No Certificate
Final Score Calculation Logic
- Assignment Score = Average of best 3 out of 4 assignments.
- Final Score(Score on Certificate)= 75% of Exam Score + 25% of Assignment score
RITWIK DATTA 92%
TECHNO INDIA, SALT LAKE, WEST BENGAL
SAURAV PANDEY 90%
JSS ACADEMY OF TECHNICAL EDUCATION, NOIDA
SUDIPTA MUKHERJEE 86%
ABHAY KUMAR JHA 85%
KUSHAL KUMAR DEY 85%
HARSH YADAV 85%
PRAMIT BHATTACHARYYA 85%
TATA CONSULTANCY SERVICES LIMITED
JAYANT PRIYADARSHI 85%
HALDIA INSTITUTE OF TECHNOLOGY
AMAN CHOUDHARY 84%
JADAVPUR UNIVERSITY
ASHISH JAISWAL 84%
MANISHA SINHA 84%
PUNIT YOGENDRA MASTER 84%
TATA CONSULTANCY SERVICES
ARUN EDUPUGANTI 83%
PES UNIVERSITY
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TRINA BAKSHI 82%
PRANJALL KUMAR 82%
SIES GRADUATE SCHOOL OF TECHNOLOGY
ROSHAN PAWAR 82%
RADHARAMAN INSTITUTE OF TECHNOLOGY AND SCIENCE
Score Distribution Graph - Legend
Assignment score: distribution of average scores garnered by students per assignment., exam score : distribution of the final exam score of students., final score : distribution of the combined score of assignments and final exam, based on the score logic..
IMAGES
VIDEO
COMMENTS
A description of the algorithm in English and, if helpful, pseudocode. At least one worked example or diagram to show more precisely how your algorithm works. A proof (or indication) of the correctness of the algorithm. An analysis of the running time of the algorithm. Remember, your goal is to communicate.
COMPSCI330 Design and Analysis of Algorithms Assignment 1 Due Date: Wednesday, September 13, 2017 Guidelines Describing Algorithms If you are asked to provide an algorithm, you should clearly de ne each step of the procedure, establish its correctness, and then analyze its overall running time.
Design and Analysis of Algorithms is a fundamental aspect of computer science that involves creating efficient solutions to computational problems and evaluating their performance. DSA focuses on designing algorithms that effectively address specific challenges and analyzing their efficiency in terms of time and space complexity.
Course Overview: Introduction to fundamental techniques for designing and analyzing algorithms, including asymptotic analysis; divide-and-conquer algorithms and recurrences; greedy algorithms; data structures; dynamic programming; graph algorithms; and randomized algorithms. Required textbook: Kleinberg and Tardos, Algorithm Design, 2005.
Algorithm. [webster.com] A procedure for solving a mathematical problem (as of finding the greatest common divisor) in a finite number of steps that frequently involves repetition of an operation. [Knuth, TAOCP] An algorithm is a finite, definite, effective procedure, with some input and some output.
CS 161: Design and Analysis of Algorithms, Fall 2016. CS 161: Design and Analysis of Algorithms (Fall 2016) [ Course Schedule | Midterm and Final | Homework Assignments | Recitations | Resources ] Instructor: Moses Charikar (email: moses at cs) Location and time: Monday and Wednesday 1:30 PM - 2:50 PM, CEMEX Auditorium. Important!
COMPSCI330 Design and Analysis of Algorithms Assignment 4 Due Date: Wednesday, March 4, 2020 Guidelines Describing Algorithms If you are asked to provide an algorithm, you should clearly de ne ... (10 points) Given the map of X, a starting vertex s and an ending vertex t, design an algorithm to nd a valid path to go from s to t (the speci c ...
Class on Design and Analysis of Algorithms, Solutions to Problem Set 9. pdf. 162 kB Class on Design and Analysis of Algorithms, Problem Set 10. pdf. 219 kB ... assignment_turned_in Problem Sets with Solutions. grading Exams with Solutions. notes Lecture Notes. co_present Instructor Insights.
This specialization is an introduction to algorithms for learners with at least a little programming experience. This course is not an introduction to programming, and it assumes that you have basic programming skills in a language such as Python, Java, or C. There are several outstanding free online courses that teach basic programming.
Welcome to the self paced course, Algorithms: Design and Analysis! Algorithms are the heart of computer science, and the subject has countless practical applications as well as intellectual depth. This specialization is an introduction to algorithms for learners with at least a little programming experience.
Learners enrolled: 8005. This course will cover basic concepts in the design and analysis of algorithms. Asymptotic complexity, O () notation. Sorting and search. Algorithms on graphs: exploration, connectivity, shortest paths, directed acyclic graphs, spanning trees. Design techniques: divide and conquer, greedy, dynamic programming.
Course Description This course will cover the basic approaches and mindsets for analyzing and designing algorithms and data structures. Topics include the following: Worst and average case analysis. Recurrences and asymptotics. Efficient algorithms for sorting, searching, and selection. Data structures: binary search trees, heaps, hash tables.
Design and Analysis of Algorithms. Online, instructor-led. 8 weeks, 10-20 hrs/week. Course Website. 5 units. Non-degree students taking graduate courses in Computer Science must enroll for the maximum number of units, take the course for a letter grade, and maintain a B or better in each course in order to continue taking courses under the Non ...
Weeks 1 and 2: The greedy algorithm design paradigm. Applications to optimal caching and scheduling. Minimum spanning trees and applications to clustering. The union-find data structure. Optimal data compression. Weeks 3 and 4: The dynamic programming design paradigm. Applications to the knapsack problem, sequence alignment, shortest-path ...
June 21, 2013. Welcome to CS161! We've got an exciting quarter ahead of us filled with beautiful algorithms and problem-solving strategies. Over the upcoming weeks, we'll explore a variety of ways to model and solve problems that arise in computer science, biology, operations research, networking, and much more.
Algorithm analysis is an important part of computational complexity theory, which provides theoretical estimation for the required resources of an algorithm to solve a specific computational problem. learn algorithms-and-data-structures design-and-analysis-of-algorithms communityexchange. Updated on May 17, 2023.
CST207 Design and Analysis of Algorithms. Undergraduate course of computer science and technology, Xiamen University Malaysia, 2020-04. This course covers introduction to algorithms, asymptotic analysis, analyzing algorithms, probabilistic analysis, recursive algorithm, divide-and-conquer algorithms, dynamic programming, greedy algorithms, NP-complete theory, backtracking, branch-and-bound ...
DAA Tutorial. Our DAA Tutorial is designed for beginners and professionals both. Our DAA Tutorial includes all topics of algorithm, asymptotic analysis, algorithm control structure, recurrence, master method, recursion tree method, simple sorting algorithm, bubble sort, selection sort, insertion sort, divide and conquer, binary search, merge ...
This resource contains information regarding class on design and analysis of algorithms, problem set 1. Resource Type: Assignments. pdf. 221 kB ... assignment_turned_in Problem Sets with Solutions. grading Exams with Solutions. notes Lecture Notes. co_present Instructor Insights.
This course provides an introduction to mathematical modeling of computational problems. It covers the common algorithms, algorithmic paradigms, and data structures used to solve these problems. The course emphasizes the relationship between algorithms and programming, and introduces basic performance measures and analysis techniques for these ...