<--- Back to Details
First PageDocument Content
Mathematics / Combinatorial optimization / Graph theory / Applied mathematics / Routing algorithms / Heuristic / Mathematical optimization / Matching / Network theory / Game artificial intelligence / Pathfinding
Date: 2015-11-01 13:02:41
Mathematics
Combinatorial optimization
Graph theory
Applied mathematics
Routing algorithms
Heuristic
Mathematical optimization
Matching
Network theory
Game artificial intelligence
Pathfinding

A Proofs Proof 1 (of Theorem 1) By writing the definition of the entropy, we have: "

Add to Reading List

Source URL: cims.nyu.edu

Download Document from Source Website

File Size: 281,53 KB

Share Document on Facebook

Similar Documents

arXiv:1807.01672v2 [cs.LG] 6 JulRanked Reward: Enabling Self-Play Reinforcement Learning for Combinatorial Optimization  Alexandre Laterre

arXiv:1807.01672v2 [cs.LG] 6 JulRanked Reward: Enabling Self-Play Reinforcement Learning for Combinatorial Optimization Alexandre Laterre

DocID: 1xTSz - View Document

APPROX 2012 and RANDOM 2012 15th Intl. Workshop on Approx. Algorithms for Combinatorial Optimization Problems - APPROX 2012 & 16th Intl. Workshop on Randomization and Computation - RANDOM 2012 http://cui.unige.ch/tcs/ran

APPROX 2012 and RANDOM 2012 15th Intl. Workshop on Approx. Algorithms for Combinatorial Optimization Problems - APPROX 2012 & 16th Intl. Workshop on Randomization and Computation - RANDOM 2012 http://cui.unige.ch/tcs/ran

DocID: 1vegv - View Document

⋆ Combinatorial Optimization (Oberwolfach, November 9–15, Discrete DC Programming by Discrete Convex Analysis —Use of Conjugacy— Kazuo Murota (U. Tokyo)

⋆ Combinatorial Optimization (Oberwolfach, November 9–15, Discrete DC Programming by Discrete Convex Analysis —Use of Conjugacy— Kazuo Murota (U. Tokyo)

DocID: 1uRbH - View Document

Research Summary∗ Chandra Nair Overview In my early research career I considered random versions of combinatorial optimization problems; my doctoral thesis [17] resolved a long-standing conjecture about the assignment

Research Summary∗ Chandra Nair Overview In my early research career I considered random versions of combinatorial optimization problems; my doctoral thesis [17] resolved a long-standing conjecture about the assignment

DocID: 1uvqi - View Document

In silico optimization of a guava antimicrobial peptide enables combinatorial exploration for peptide design

In silico optimization of a guava antimicrobial peptide enables combinatorial exploration for peptide design

DocID: 1u55o - View Document