Publication date
July 1983
DOI Publisher
Published by Elsevier Inc. ISSN
0022-1236 Citation count (estimate)
3Abstract
AbstractThe boundary layer equations are investigated by constructing a suitably related stochastic process
AbstractThe boundary layer equations are investigated by constructing a suitably related stochastic process
In the probability literature, backward stochastic differential equations (BSDE) received considerab...
AbstractDeterministic oscillations with bilinear hysteresis are governed by a multivalued differenti...
The equation for nonlinear diffusion can be rearranged to a form that immediately leads to its stoch...
AbstractThe boundary layer equations are investigated by constructing a suitably related stochastic ...
We consider the mild solutions of the Prandtl equations on the half space. Requiring analyticity onl...
AbstractIn this paper we establish a global existence of weak solutions to the two-dimensional Prand...
By methods of the general potential theory, a semigroup of operators is constructed that describes ...
A class of diffusion processes with instantaneous reflection on the hyperplanes of an orthant is con...
AbstractWe consider the development of the nonstationary boundary layer about a body that gradually ...
The year 1954 marked the 50th anniversary of the Prandtl boundary-layer theory from which we may dat...
AbstractSuitable conditions are given under which a diffusion process with a boundary condition rema...
The simplest equation method is employed to construct some new exact closed-form solutions of the ge...
Dedicated to Prof. Temam on the occasion of his 70th birthday Abstract We survey a few examples of b...
AbstractThe nonlinear, second-order differential equation which describes boundary layer flow when C...
Abstract. The goal of this article is to study the boundary layer for a flow in a channel with perme...
In the probability literature, backward stochastic differential equations (BSDE) received considerab...
AbstractDeterministic oscillations with bilinear hysteresis are governed by a multivalued differenti...
The equation for nonlinear diffusion can be rearranged to a form that immediately leads to its stoch...
AbstractThe boundary layer equations are investigated by constructing a suitably related stochastic ...
We consider the mild solutions of the Prandtl equations on the half space. Requiring analyticity onl...
AbstractIn this paper we establish a global existence of weak solutions to the two-dimensional Prand...
By methods of the general potential theory, a semigroup of operators is constructed that describes ...
A class of diffusion processes with instantaneous reflection on the hyperplanes of an orthant is con...
AbstractWe consider the development of the nonstationary boundary layer about a body that gradually ...
The year 1954 marked the 50th anniversary of the Prandtl boundary-layer theory from which we may dat...
AbstractSuitable conditions are given under which a diffusion process with a boundary condition rema...
The simplest equation method is employed to construct some new exact closed-form solutions of the ge...
Dedicated to Prof. Temam on the occasion of his 70th birthday Abstract We survey a few examples of b...
AbstractThe nonlinear, second-order differential equation which describes boundary layer flow when C...
Abstract. The goal of this article is to study the boundary layer for a flow in a channel with perme...
In the probability literature, backward stochastic differential equations (BSDE) received considerab...
AbstractDeterministic oscillations with bilinear hysteresis are governed by a multivalued differenti...
The equation for nonlinear diffusion can be rearranged to a form that immediately leads to its stoch...
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