Unimodal Log Concave And Polya Frequency Sequences In Combinatorics


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Unimodal, Log-concave and Pólya Frequency Sequences in Combinatorics


Unimodal, Log-concave and Pólya Frequency Sequences in Combinatorics

Author: Francesco Brenti

language: en

Publisher:

Release Date: 1989


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Unimodal, Log-concave and P—lya Frequency Sequences in Combinatorics


Unimodal, Log-concave and P—lya Frequency Sequences in Combinatorics

Author: Francesco Brenti

language: en

Publisher: American Mathematical Soc.

Release Date: 1989-12-31


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Unimodal Log-Concave and Polya Frequency Sequences in Combinatorics


Unimodal Log-Concave and Polya Frequency Sequences in Combinatorics

Author: Francesco Brenti

language: en

Publisher: American Mathematical Soc.

Release Date: 1989


DOWNLOAD





Many sequences of combinatorial interest are known to be unimodal or log-concave and there has been a considerable amount of interest devoted to this topic. The main object of this work is to point out another branch of mathematics that can be successfully used to attack these kinds of problems, namely, the theory of total positivity.