Improved Time Bounds for the Maximum Flow Problem (Classic Reprint) - Softcover

Inhaltsangabe

Explore how modern techniques tighten time bounds for the maximum flow problem, using scaling preflow methods and dynamic trees to accelerate computations.

This compact study surveys key ideas behind efficient maximum flow algorithms. It contrasts the preflow approach with classic augmenting-path methods and shows how scaling and data-structural tools can dramatically affect running times. Readers get a sense of how algorithm design balances theory and practical performance on networks with varying densities and capacities.

• Learn the core ideas behind the preflow algorithm and how valid labeling guides progress.


• See how scaling and dynamic trees contribute to faster flow computations.


• Understand different selection rules and their impact on the number of operations.


• Get a high-level view of how bounds depend on graph size, density, and capacity structure.

Ideal for readers of advanced algorithms and operations research seeking a clear, summarized view of time-bound improvements in maximum flow computation.

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