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  5. The Number of Necessary Constraints in an Integer Program: A New Proof of Scarf's Theorem

The Number of Necessary Constraints in an Integer Program: A New Proof of Scarf's Theorem

File(s)
Tech report 355.pdf (188.21 KB)
Permanent Link(s)
https://hdl.handle.net/1813/11813
Collections
ORIE Technical Reports
Author
Todd, Michael
Abstract

I give a new proof of Scarf's result that an integer program in n variables has a set of binding constraints of cardinality at most 2n-1.

Journal / Series
355
Date Issued
1977-08
Keywords
Scarf's Theorem
•
Integer Program
Type
technical report

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