A numerical factorization of characteristic polynomial by the discrete hungry Lotka-Volterra system(Theory,Applied Integrable Systems,<Special Issue>Joint Symposium of JSIAM Activity Groups 2008)

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  • 離散ハングリーロトカ・ボルテラ系による固有多項式の数値的因数分解(理論,応用可積分系,<特集>平成20年研究部会連合発表会)
  • 離散ハングリーロトカ・ボルテラ系による固有多項式の数値的因数分解
  • リサン ハングリー ロトカ ボルテラケイ ニ ヨル コユウ タコウシキ ノ スウチテキ インスウ ブンカイ

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Abstract

The discrete hungry Lotka-Volterra (dhLV) system is a generalization of the discrete Lotka-Volterra (dLV) system which stands for a prey-predator model in mathematical biology. In this paper, we show an existence of some invariants, which are independent of the discrete time n, expressed by dhLV variables and the asymptotic behavior of dhLV variables as n→∞, Some characteristic polynomials are then factorized with the help of dhLV system. We design an algorithm for computing complex eigenvalues of a certain band matrix.

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