Asymptotic periodic solution of the Cauchy problem for the Langmuir lattice.

Autor:	Makhmudova, M., Khanmamedov, A.
Předmět:	NUMERICAL solutions to the Cauchy problem LANGMUIR isotherms LATTICE theory ASYMPTOTIC theory of algebraic ideals DIFFERENTIAL equations ASYMPTOTIC expansions
Zdroj:	Computational Mathematics & Mathematical Physics; Dec2015, Vol. 55 Issue 12, p2008-2013, 6p
Abstrakt:	The Cauchy problem for the Langmuir lattice with the initial condition in the form of the sum of a periodic and a rapidly decreasing sequences is studied by the method of inverse scattering problem. A method for constructing a periodic solution of the Langmuir lattice from a known periodic solution is proposed. The existence of an asymptotically periodic solution is proven. [ABSTRACT FROM AUTHOR]
Databáze:	Complementary Index
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