THE DARBOUX AND KOSHI PROBLEM FOR LINEAR HYPERBOLIC EQUATIONS WITH CONSTANT COEFFICIENTS
Abstract
Many phenomena of mechanics, physics, and biology are reduced to the study of hyperbolic equations. In order to describe these phenomena completely, the Darboux problem is posed for hyperbolic equations, and for further studies, an explicit representation of the problem under consideration is necessary.
In this article discusses, we study the Darboux and Koshi problems for linear hyperbolic equations with constant coefficients.
References
2 Бицадзе А.В. Уравнения математической физики, М.: Наука, 1976-336 с.
3 Бицадзе А.В. Некоторые классы уравнений в частных производных, М.Наука, 1981-448 с.
4 Нахушев А.М. Уравнения математической биологии, М.: Высшая школа, 1995-301 с.
5 Алдашев С.А. Краевые задачи для многомерных гиперболических и сммешанных уравнений, Алматы: Гылым, 1994-170 с.
6 Курант Р. Уравнения с частными производными, М.: Мир.1964-830 с.
7 Бейтмен Г., Эрдейн А. Высшие трансцендентные функции, т.2, М.: Наука, 1974-295 с.
CC BY-ND
A work licensed in this way allows the following:
1. The freedom to use and perform the work: The licensee must be allowed to make any use, private or public, of the work.
2. The freedom to study the work and apply the information: The licensee must be allowed to examine the work and to use the knowledge gained from the work in any way. The license may not, for example, restrict "reverse engineering."
2. The freedom to redistribute copies: Copies may be sold, swapped or given away for free, in the same form as the original.
