Titlebook: Extremal Combinatorial Problems and Their Applications; Boris S. Stechkin,Valeriy I. Baranov Book 1995 Springer Science+Business Media Dor

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Prophylaxis

Innovation and Firm PerformanceThis Chapter is devoted to yet another direction of extremal problems: concerning discrete families of geometrical objects. As an application we study the connection with extremal problems on hypergraphs, and also give some applications in matrix algebra.

實(shí)現(xiàn)

Some information from combinatorics,This chapter gives definitions of the combinatorial notions necessary in the book. For a deeper study of these, we refer to the specialized handbooks [15], [53], [55]-[57], [60]-[63], [94], [100], [101].

Lipohypertrophy

Lipohypertrophy

Extremal geometrical problems,This Chapter is devoted to yet another direction of extremal problems: concerning discrete families of geometrical objects. As an application we study the connection with extremal problems on hypergraphs, and also give some applications in matrix algebra.

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TEN

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Educational Innovation for Students,chapter, which was concerned with extremal problems on number partitions. However, it turns out that a whole class of problems on extremal properties of graphs (more precisely, the class of problems on local properties of graphs) can in essence be reduced to extremal problems on number partitions, a