Chapter 01•Analysis & Tactics
Algorithmic Graph Theory & Network Flow Duality
Chapter 02•Analysis & Tactics
The Max-Flow Min-Cut Theorem
Chapter 03•Analysis & Tactics
Algorithmic Complexity Across Flow Formulations
Practice Quiz•Interactive Assessment
GATE CS 2023 Style • Section BExam-Style Practice Problem
Consider a unit-capacity flow network with |V| = n and |E| = m. Which algorithm achieves the best asymptotic complexity?
A
Ford-Fulkerson with DFS: O(m · n)
B
Edmonds-Karp with BFS: O(nm²)
C
Dinic's Algorithm: O(m√n)
D
Push-Relabel: O(n³)
Peer Interaction
Academic Doubts & Colloquium
24 Active Discussions
RS
Ritwik Sen, TIFR CAM2 days ago • Research Scholar
Excellent exposition! The interactive proof canvas in section 2 made the oscillation argument crystal clear. Looking forward to the follow-up article on measure theory applications.