Web Reference: Simplex Multipliers Simplex multipliers for the network simplex algorithm are a special case of node potentials. They are selected so that the reduced costs of every tree arc is 0. In the simplex algorithm for linear programs, basic variables have a reduced cost of 0. This recitation detailing the network simplex algorithm was for the Optimization Methods course at MIT, Fall 2021. In mathematical optimization, the network simplex algorithm is a graph theoretic specialization of the simplex algorithm. The algorithm is usually formulated in terms of a minimum-cost flow problem.
YouTube Excerpt: This recitation detailing the

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15. Linear Programming: LP, reductions, Simplex
CS51: Network Simplex (volume better!) Profile
CS51: Network Simplex (volume better!)
Celebrity Network Simplex (Part 1/2) Wealth
Network Simplex (Part 1/2)
Celebrity Dantzig's Simplex Algorithm Wealth
Dantzig's Simplex Algorithm
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Simplex algorithm: initial tableau, the general case
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13. Incremental Improvement: Max Flow, Min Cut
Celebrity Linear Optimization - Video 29: The network simplex algorithm Net Worth
Linear Optimization - Video 29: The network simplex algorithm
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Linear Programming - Lecture 15 - The Network Simplex Method: Initial Impressions
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Linear Programming - Lecture 16 - The Network Simplex Method: Graph Theoretic Interpretations

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