ASPEKTY KOMBINATORYKI PDF

Embed Size px x x x x Aardal, G. Nemhauser, and R. Discrete Optimization.

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Embed Size px x x x x Aardal, G. Nemhauser, and R. Discrete Optimization. Abramow, M. Mariniczew, and P. Metody analizysieciowej w planowaniu i zarzadzaniu. Wydawnictwo Ministerstwa ObronyNarodowej, Warszawa, Graph Theory and Applications. Springer-Verlag, Berlin, Theory and Applications of Graphs. Proceedings,Michigan, May, Springer-Verlag, Berlin-Heidelberg, Alavi, G. Chartrand, L. Lesniak, D. Lick, and C. Graphtheory with applications to algorithms and computer science.

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Springer-Verlag, London, II edition, Baranow and B. Ekstremalnyje kombinatornyje zadaci iich prilozenija. Nauka, Moskwa, Bari and F. Graphs and Combinatorics. Washington University, June , Springer, Berlin, Behzad and G. Introduction to the Theory of Graphs. Bellman, K. Cooke, and J. Algorithms, Graphs andComputers.

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Izda-tel'stvo Nauka, Moskva, Boltyanski, H. Martini, and P. Excursions into combinatorialgeometry. Borwein and A. Convex analysis and nonlinear optimization:theory and examples. Springer-Verlag, New York, Algorithms for Minimization Without Derivatives. PrenticeHall, New Jersey, Briancew and M. Prilazenije matric i grafow k analizuustrojstw. Izdatelstwo Sowietskoje radjo, Moskwa, Brualdi and D. A combinatorial approach to matrix theoryand its applications.

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Cullum, and E. Sterowanie optymalne i pro-gramowanie matematyczne.

GREENHOPPER TUTORIAL PDF

references - agh university of science and md/kacik_dysk.pdf ยท aspekty kombinatoryki ....

Modern Combinatorics is a fundamental area with many exciting topics of great importance in Computer Science. The seminar will run in two independent streams; one more focused on challenging open problems, the other more focused on methods. No special preparation is required from attendants but an "open brain". We study the problem of deleting a minimum cost set of vertices from a given vertex-weighted graph in such a way that the resulting graph has no induced path on three vertices. This problem is often called cluster vertex deletion in the literature and admits a straightforward 3-approximation algorithm since it is a special case of the vertex cover problem on a 3-uniform hypergraph.

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Discrete Mathematics 3

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