Autor:	Beklaryan, L. A.
Předmět:	SOLITONS TRAFFIC flow PERIODICAL publishing DUALISM LOGICAL prediction FUNCTIONAL differential equations
Zdroj:	Computational Mathematics & Mathematical Physics; Nov2024, Vol. 64 Issue 11, p2588-2610, 23p
Abstrakt:	This paper is a continuation of the work by L.A. Belkaryan and A.L. Belkaryan published in this journal (64 (7), 1472–1490 (2024)). A theorem is proved formulated as a conjecture in the preceding paper stating the existence and uniqueness of soliton solutions and corresponding solutions of the functional differential equation from a dual pair "function–operator." For the model of traffic flow on a Manhattan lattice, this result is used to study soliton solutions with more complicated characteristics than those specified by an additive cyclic subgroup of . [ABSTRACT FROM AUTHOR]
Databáze:	Complementary Index
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