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Can I read Stability Of The Difference Schemes For The Parabolic Type Equation With The Mixed Derivative on EtoBox?
Stability Of The Difference Schemes For The Parabolic Type Equation With The Mixed Derivative by Jacek Wojtowicz is a Mathematics article available to read on EtoBox.
What is Stability Of The Difference Schemes For The Parabolic Type Equation With The Mixed Derivative about?
This paper contains the proof of the stability of the difference schemes for the parabolic type partial differential equation with two variables. Given the domain to^ -defined by inequalites x x x, xy y si y y and co^, by 0 t T. We denote the boundary of u^ by r and u> -co^ x co^.. ## Consider the equation (1) |f = a 1 (x,y,t)|-f-+ 2 a 2 (x,y,t) + ajfr.y.t)^ + + 2a 4 (x,y,t) §£ + 2a 5 (x,y,t) + a 6 (x,y,t)u + a ? (x,y,t), for (x,y,t)cco, and the conditions
Who reads Stability Of The Difference Schemes For The Parabolic Type Equation With The Mixed Derivative?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- Jacek Wojtowicz
- Publisher
- Walter de Gruyter GmbH
- Published
- 1976
- Language
- EN
- Field
- Mathematics (Physical Sciences)