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B.E. (Computer Engineering) Analysis of Algorithm Lab Syllabus - Mumbai University 2026

The University has moved this degree onto NEP 2020 one year at a time. The first and second years are NEP 2020 syllabi; the third and fourth years are still examined on the REV-2019 'C' Scheme, which is what the University sets for them this year.

Analysis-of-Algorithm-Lab.pdf
Semester 3 · Second Year CE · 1 credit · 50 marks

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Syllabus for Analysis of Algorithm Lab

Semester 3 · Second Year CE · 1 credit · 50 marks

Module 0: Prerequisite

  • Basic knowledge of programming and data structure

Module I: Introduction

  • Performance analysis- Master Method, space, and time complexity Growth of function, Big Oh, Omega Theta notation Mathematical background for algorithm analysis. Analysis of selection sort, insertion sort.

Module II: Divide and Conquer Approach

  • General method, Merge sort, Quick sort, Analysis of Binary search. Self-learning Topics: Finding minimum and maximum algorithms and their Analysis, Strassen's Algorithm

Module III: Greedy Method Approach

  • General Method, Single source shortest path: Dijkstra AlgorithmFractional Knapsack problem, Minimum cost spanning trees: Kruskal and Prim’s algorithms Self-learning Topics: Job sequencing with deadlines

Module IV: Dynamic Programming

  • General Method, Multistage graphs

Module 1: Assignment covers the topics from first three units limited to three Questions

Module 2: Assignment covers the topics from Last three units limited to three Questions

Module 1: Experiment based on common mathematical functions.( Selection sort, Insertion sort)

Module 2: Experiment based on divide and conquers approach. (Merge sort, Quick sort, Binary search)

Module 3

  • Experiment based on greedy approach.( Single source shortest path- Dijkstra Fractional Knapsack problem, Minimum cost spanning trees-Kruskal and Prim’s algorithm)

Module 4: Experiment using dynamic programming approach (All pair shortest path- Floyd Warshall, 0/1 knapsack)

Module 5: Travelling salesperson problem Longest common subsequence

Module 6: Experiment based on graph Algorithms ( BFS, DFS , etc)

Module 7: Experiment using Backtracking strategy. (N-queen problem, Sum of subsets, Graph coloring)

Module 8: Experiment using branch and bound strategy.

Module 9

  • Experiment based on string matching/amortized analysis (The Naïve string matching Algorithms , The Rabin Karp algorithm, The Knuth-Morris-Pratt algorithm.

Module 10: Implementation Min-Max Algorithm

Module 11: Implementation of Job Sequencing with deadlines.

Module 12: Implementation of Bellman Ford Algorithm using Dynamic programming

Text Books

  • 1 T. H. Cormen, C.E. Leiserson, R. L. Rivest, and C. Stein, “Introduction to algorithms”, 2nd Edition, PHI Publication 2005.
  • 2 Ellis Horowitz, Sartaj Sahni, S. Rajsekaran. “Fundamentals of computer algorithms” University Press.
  • 1 Sanjoy Dasgupta, Christos Papadimitriou, Umesh Vazirani, “Algorithms”, Tata McGraw- Hill Edition.
  • 2 S. K. Basu, “Design Methods and Analysis of Algorithm”, PHI Online Resources:

Reproduced from the University of Mumbai syllabus for B.E. (Computer Engineering) under NEP 2020, in force from the academic year 2025-26. Wording is as printed in that syllabus. Module numbering is as printed there too.

The complete syllabus

This subject is cut from the University circular for its year. Open a document here if you want the whole thing rather than a single subject.

PDF 7.9 (R-A) B.E. (Computer Engineering) Sem I & II (Revised, NEP 2020) NEP 2020 syllabus Read full PDF Read
PDF 6.24 (N) B.E. (Computer Engineering) Sem III & IV (NEP 2020) NEP 2020 syllabus Read full PDF Read
PDF 6.15 B.E. (Computer Engineering) Third Year, Sem V & VI (REV-2019 'C' Scheme) REV-2019 'C' Scheme syllabus Read full PDF Read
PDF 6.41 (R) B.E. (Computer Engineering) Fourth Year, Sem VII & VIII (REV-2019 'C' Scheme) REV-2019 'C' Scheme syllabus Read full PDF Read
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