Abstract Given a polyhedral cone C, generated by the integer vectors x1;:::;xn, the set of integer vectors of C is an additive semi-group, whose.
Two results are proven here : 9 The Hilbert basis for the cut cone over K6 is explicitly given: it consists of the 31 non-zero cuts and of the 15 vectors d r ...
Jun 1, 2005 · The Hilbert basis for the cut cone over K 6 is explicitly given: it consists of the 31 non-zero cuts and of the 15 vectors d e defined for each ...
Two results are proven: ffl The Hilbert basis of the cut cone over K 6 is composed of the 31 cuts and of the 15 vectors d e defined for each edge e by: d e f = ...
The Hilbert basis of the cut cone of the complete graph K6. M. Laurent, F. Laburthe, M.M. Deza. Tilburg University. Research output: Book/Report › Report.
Given a polyhedral cone C, generated by the integer vectors x1; : : : ; xn, the set of integer vectors of C is an additive semi-group, whose minimal set of ...
... Hilbert basis of the cut cone over K6 is composed of the 31 cuts and of the 15 vectors de de ned for each edge e by: de f = 2 for f 6= e and de e = 4. The ...
... Hilbert basis of the cut cone over K6 is composed of the 31 cuts and of the 15 vectors de de ned for each edge e by: de f = 2 for f 6= e and de e = 4. The ...
The Hilbert basis of the cut cone over the complete graph K6. E. Balas, J. Clausen (Eds.), Integer Programming and Combinatorial Optimization, Lecture Notes ...
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(PDF) Hilbert bases of cuts | Monique Laurent - Academia.edu
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The Hilbert Basis of the Cut Cone over the Complete Graph on Six Vertices ... graphs ... K6 can be extended to a counterexample for any graph containing K6.