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Title of Article

BOUNDARY VALUE PROBLEMS FOR CONTINUOUS AND DISCRETE FUNCTIONAL AND DIFFERENTIAL SYSTEMS


Issue
1
Date
2013

Article type
scientific article
UDC
330.4, 338.24, 517.929
Pages
77-83
Keywords
continuous and discrete models, hybrid models, boundary value problems, computing experiment


Authors
Chadov Aleksey Leonidovich
Natsionalnyy issledovatelskiy universitet Vysshaya shkola ekonomiki, Perm; Avtonomnaya nekommercheskaya obrazovatelnaya organizatsii «Uchebnyy tsentr «Prognoz», Perm

Semenov Aleksey Valerevich
Nizhegorodskiy gosuniversitet im. N.I. Lobachevskogo


Abstract
The dynamic models considered in this work, contain at the same time as the equations describing dynamics of indicators in continuous time on a final interval, and the equations with discrete time, characteristic for econometric models. For the specified class of systems statements of tasks as tasks about approachibility of preset values of indicators, in a form allowing effective research with use of modern computer technologies are given. Resolvability of the redefined of tasks in a case when approximate performance of boundary conditions is allowed is investigated .

File (in Russian)