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Compressing branch-and-bound trees
by
Xavier, Álinson S.
, Muñoz, Gonzalo
, Paat, Joseph
in
Calculus of Variations and Optimal Control; Optimization
/ Combinatorics
/ Full Length Paper
/ Mathematical and Computational Physics
/ Mathematical Methods in Physics
/ Mathematics
/ MATHEMATICS AND COMPUTING
/ Mathematics and Statistics
/ Mathematics of Computing
/ Numerical Analysis
/ Theoretical
2025
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Compressing branch-and-bound trees
by
Xavier, Álinson S.
, Muñoz, Gonzalo
, Paat, Joseph
in
Calculus of Variations and Optimal Control; Optimization
/ Combinatorics
/ Full Length Paper
/ Mathematical and Computational Physics
/ Mathematical Methods in Physics
/ Mathematics
/ MATHEMATICS AND COMPUTING
/ Mathematics and Statistics
/ Mathematics of Computing
/ Numerical Analysis
/ Theoretical
2025
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Do you wish to request the book?
Compressing branch-and-bound trees
by
Xavier, Álinson S.
, Muñoz, Gonzalo
, Paat, Joseph
in
Calculus of Variations and Optimal Control; Optimization
/ Combinatorics
/ Full Length Paper
/ Mathematical and Computational Physics
/ Mathematical Methods in Physics
/ Mathematics
/ MATHEMATICS AND COMPUTING
/ Mathematics and Statistics
/ Mathematics of Computing
/ Numerical Analysis
/ Theoretical
2025
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Journal Article
Compressing branch-and-bound trees
2025
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Overview
A branch-and-bound (BB) tree certifies a dual bound on the value of an integer program. In this work, we introduce the tree compression problem (TCP):
Given a BB tree
T
that certifies a dual bound, can we obtain a smaller tree with the same (or stronger) bound by either (1) applying a different disjunction at some node in
T
or (2) removing leaves from
T
? We believe such post-hoc analysis of BB trees may assist in identifying helpful general disjunctions in BB algorithms. We initiate our study by considering computational complexity and limitations of TCP. We then conduct experiments to evaluate the compressibility of realistic branch-and-bound trees generated by commonly-used branching strategies, using both an exact and a heuristic compression algorithm.
Publisher
Springer Berlin Heidelberg,Springer
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