In the above given references, it could be seen that the investigation of exact solutions of nonlinear

partial differential equations played a significant role in the study of physical phenomena of nonlinear problems.

We now describe the generalized tanh-coth method for the given

partial differential equations.

Sakawa: Controllability for

partial differential equations of parabolic type, SIAM J.

Sextic spline solution for solving fourth-order parabolic

partial differential equation.

Exact solutions for some nonlinear

partial differential equations Phys.

We calculated the Ricci tensors of the spacetimes given in equation (4) and put them equal to zero we get the following system of four non-linear

partial differential equations in unknown functions (eqs.

The 16 research and expository articles from the 2008-09 academic year represent various developments in nonlinear

partial differential equations.

The new mesh generation routines will be of particular relevance to those working with multi-dimensional

partial differential equations, particularly using Finite Element or Finite Volume methods.

Finite difference methods for

partial differential equationsWith a careful blend of theory and applications, the authors successfully bridge the gap between real analysis, functional analysis, nonlinear analysis, nonlinear

partial differential equations, integral equations, approximation theory, and numerical analysis to provide a comprehensive foundation for understanding and analyzing core mathematical and computational modeling problems.

Measure theory is becoming increasingly important in many fields, and the studies here focus on its application to non-smooth spaces within the realm of

partial differential equations.

Geometric analysis, mathematical relativity, and nonlinear

partial differential equations.