Stationary States of a Delay Differentional Equation of Insect Population’s Dynamics
Copyright policy )Stationary States of a Delay Differentional Equation of Insect Population’s Dynamics
Relaxation oscillations in a first order differential equation with two delays are considered. On the basis of a special asymptotic big parameter method the problem of studying dynamics of an equation is reduced to the analysis of nonlinear mappings. Each cycle of these mappings corresponds to a periodic solution of the initial equation with the same stability.
- Yaroslavl State University Russian Federation
большой параметр, periodic solution, asymptotic, Information technology, T58.5-58.64, периодическое решение, асимптотика, delay differential equation, дифференциальное уравнение с запаздыванием, large parameter
большой параметр, periodic solution, asymptotic, Information technology, T58.5-58.64, периодическое решение, асимптотика, delay differential equation, дифференциальное уравнение с запаздыванием, large parameter
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