SPATIAL ADAPTATION AND OPTIMAL HARVESTING OF FISH POPULATION
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SPATIAL ADAPTATION AND OPTIMAL HARVESTING OF FISH POPULATION
Annotation
PII
S042473880000616-6-1
Publication type
Article
Status
Published
Pages
119-129
Abstract

Within discrete model process of movement of fi sh population is set by a fi nite-dimensional Markov matrix. Change of this matrix as its adaptation to a condition of fodder resources and management is formalized. Numeracally found the key characteristic of spatial adaptation is a vector of distribution of times of stay of population in those or regions of reservoir. It appeared that this vector is own vector (Perron’s vector a fi nal matrix) of movement.

Keywords
migration, matrix, adaptation, optimal harvesting, Perron’s vector
Date of publication
01.07.2014
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728
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