A THIRD ORDER HYPERBOLIC EQUATION WITH NONLOCAL CONDITIONS.

المؤلفون

  • N TEYAR University Frères Mentouri Constantine

الكلمات المفتاحية:

nonlocal Boundary Condition، Energy Inequalities، hyperbolic equation of mixed type

الملخص

In this paper, we study a mixed problem for a third order hyperbolic equation with non classical boundary condition. We prove the existence and uniqueness of the solution. The proof of the uniqueness is based on a priori estimate and the existence is established by Fourier’s method.

التنزيلات

بيانات التنزيل غير متوفرة بعد.

السيرة الشخصية للمؤلف

N TEYAR، University Frères Mentouri Constantine

Department of Mathematics

المراجع

M.A.Al-kadhi, A class of hyperbolic equations with nonlocal conditions, Int. J. Math. Analysis, 2 (10) (2008), 491-498.

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Bouziani, A. and Benouar, N.E., Mixed problem with integral conditions for a third order parabolic equation, Kobe J. Math. 15 (1998), 47-58.

M. Bouzit, N. Teyar, On a Third Parabolic Equation with Nonlocal Boundary Conditions, sciences et technologies Université Frères Mentouri -Constantine N° 33 Juin 2011.

M. Bouzit and N. Teyar ,A strong solution of a high-order mixed type differential equations with integral Boundary conditions, Advances in Differen- tial Equations and Control Processes, 2008, Volume 2, Issue 1, Pages 75 - 84.

M. Bouzit, N. Teyar, A Class of Third Order Parabolic Equations with Integral Conditions, Int. Journal of Math. Analysis -2009.- Vol. 3, 18. - pp.871 - 877.

A. A. Samarski, Some problems in differential equations theory, differ. Uravn, 16(11) (1980), 1221-1228

N. I. Yurchuk, Mixed problem with an integral condition for certain parabolic equations, Differ. Equ. 22 (12), (1986),1457-1463.

التنزيلات

منشور

2017-12-31

كيفية الاقتباس

TEYAR, N. (2017). A THIRD ORDER HYPERBOLIC EQUATION WITH NONLOCAL CONDITIONS. مجلة علوم و تكنولوجيا أ، علوم دقيقة, (46), 15–18. استرجع في من https://revue.umc.edu.dz/a/article/view/2766

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