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  1. Mathematical Models and Computer Simulations
  2. Mathematical Models and Computer Simulations : Volume 8
  3. Mathematical Models and Computer Simulations : Volume 8, Issue 1, January 2016
  4. Universal stock constants in models of competition
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Mathematical Models and Computer Simulations : Volume 9
Mathematical Models and Computer Simulations : Volume 8
Mathematical Models and Computer Simulations : Volume 8, Issue 6, November 2016
Mathematical Models and Computer Simulations : Volume 8, Issue 5, September 2016
Mathematical Models and Computer Simulations : Volume 8, Issue 3, May 2016
Mathematical Models and Computer Simulations : Volume 8, Issue 2, March 2016
Mathematical Models and Computer Simulations : Volume 8, Issue 1, January 2016
Approximating the solution of meteor physics equations through the use of elementary functions
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Three-dimensional simulation for the kinetics of electron–proton plasma with supercritical density in a powerful electromagnetic field of laser radiation
Calculation of platelet clot growth based on advection-diffusion equations
Solution of the stokes equation in three-dimensional geometry by the finite-difference method
Universal stock constants in models of competition
Mathematical model of flaw detection
Mathematical Models and Computer Simulations : Volume 7
Mathematical Models and Computer Simulations : Volume 6
Mathematical Models and Computer Simulations : Volume 5
Mathematical Models and Computer Simulations : Volume 4
Mathematical Models and Computer Simulations : Volume 3
Mathematical Models and Computer Simulations : Volume 2
Mathematical Models and Computer Simulations : Volume 1

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Universal stock constants in models of competition

Content Provider Springer Nature Link
Author Il’ichev, V. G.
Copyright Year 2016
Abstract The main models of the competition between populations in a variable environment are described and studied. It is shown that to have a competitive advantage in a time-periodic environment, the (initial) population has to surpass its competitors in terms of productivity with some margin. The constant of a stock can be chosen universal independently of the number of competitors. The constant of stock in a spatially heterogeneous medium is shown to depend on the number of areas in the water body. It increases without limits, so there cannot be a universal constant of a stock.
Starting Page 73
Ending Page 83
Page Count 11
File Format PDF
ISSN 20700482
Journal Mathematical Models and Computer Simulations
Volume Number 8
Issue Number 1
e-ISSN 20700490
Language English
Publisher Pleiades Publishing
Publisher Date 2016-01-28
Publisher Place Moscow
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword model competition changing environment selection criteria constant of a stock Mathematical Modeling and Industrial Mathematics Simulation and Modeling
Content Type Text
Resource Type Article
Subject Modeling and Simulation Computational Mathematics
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