CORE

Advanced Data Structures and Algorithms

24CSH509 · S5 · 4 credits

Official KTU 2024 syllabus subject — study with practice, PYQs and AI tools.

§
Syllabus
Loading syllabus…
Manage →
⚡ DAY-BEFORE EXAM

Have an exam tomorrow?

Get a high-yield attack plan focused on maximum marks per minute. Zero fluff, strict PYQ priority, active recall, and trap avoidance.

Strategy: High-yield concepts + PYQs + weak areas

Tap a module to mark as weak
PRIORITY A
Module 1

Why:Foundation module

+ Mark Weak
PRIORITY A
Module 2

Why:High exam relevance

+ Mark Weak
PRIORITY B
Module 3

Why:Core module

+ Mark Weak
PRIORITY B
Module 4

Why:Applied concepts

+ Mark Weak
PRIORITY C
Module 5

Why:Standard exam coverage

+ Mark Weak
Modules
Module 01Amortized Analysisexpand

Amortized Analysis – aggregate, accounting, potential methods- Case studies. Advanced data structures: binomial heap, Fibonacci heap, disjoint sets - applications.

Module 02Network flow algorithmsexpand

Network flow algorithms: properties, Ford-Fulkerson method, maxflow-mincut theorem, Edmonds-Karp heuristics, push-relabel, relabel-to-front algorithms, maximum bipartite matching - analysis of associated algorithms - applications.

Module 03Probabilistic algorithmsexpand

Probabilistic algorithms: Numerical algorithms, integration, counting, Monte-Carlo algorithms - verifying matrix multiplication, min-cut in a network. Las Vegas algorithms, selection, quicksort, Dixon's factorization

Module 04Geometric Algorithmsexpand

Geometric Algorithms: Plane sweep technique, role of sweep- line - status and event- point-schedule, line segment intersection problem. Convex Hull: Graham’s scan algorithm, Jarvismarch algorithm. Finding closest pair of points, proof of correctness.

Module 05Number-Theoretic algorithmsexpand

Number-Theoretic algorithms: GCD algorithm, primality testing, Miller-Rabin test, integer factorization - Pollard Rho heuristic, string matching: Rabin-Karp, Knuth- Morris-Pratt algorithms. Overview of Complexity classes – P, NP, Co-NP, NP-hard, NP complete, Space complexity. Complexity classes in randomized algorithms – RP, PP, ZPP, BPP.

Notes / Resources

Exam-focused notes are optional context — Continue Learning above works even without them.

Notes for this subject aren't written yet

Continue Learning above adapts to this subject anyway — it teaches from your active syllabus.