Add to ORKGAbstract: The p-Laplacian dynamic equations with the nonlinear bound-ary conditions are discussed. By applying the method of quasilinearization, a monotone positive solutions sequence is constructed, which converges uni-formly to the positive solution of the p-Laplacian dynamic equations. Further the convergence of the sequence is quadratic. AMS Subject Classification: 34B15 Key Words: quasilinearization method, p-Laplacian, lower and upper solu-tions, nonlinear boundary value problems, convergenc
A method which enables determine the monotone sequences not only converging uniformly to the unique ...
AbstractThis paper presents a general method for solving nonlinear, differential equations of the fo...
The method of quasilinearization for the solution of nonlinear two point boundary value problems is ...
AbstractThe quasilinearization method is used for nonlinear ordinary differential equations with non...
The method of quasilinearization is applied to the nonlinear second order dy-namic equations with m-...
We consider a quasilinear dynamic equation reducing to a half-linear equation, an Emden-Fowler equat...
The generalized quasilinearization technique is applied to obtain a monotone sequence of iterates co...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
In this paper, we present and discuss a method of quasilinearization, coupled with the method of upp...
WOS: 000228221100013In this paper, we study the convergence of monotone sequences of iterates for no...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
AbstractSolutions to the general second order nonlinear boundary value problems, arising in many phy...
A method which enables determine the monotone sequences not only converging uniformly to the unique ...
A method which enables determine the monotone sequences not only converging uniformly to the unique ...
AbstractThis paper presents a general method for solving nonlinear, differential equations of the fo...
The method of quasilinearization for the solution of nonlinear two point boundary value problems is ...
AbstractThe quasilinearization method is used for nonlinear ordinary differential equations with non...
The method of quasilinearization is applied to the nonlinear second order dy-namic equations with m-...
We consider a quasilinear dynamic equation reducing to a half-linear equation, an Emden-Fowler equat...
The generalized quasilinearization technique is applied to obtain a monotone sequence of iterates co...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
In this paper, we present and discuss a method of quasilinearization, coupled with the method of upp...
WOS: 000228221100013In this paper, we study the convergence of monotone sequences of iterates for no...
Solutions to the general second order nonlinear boundary value problems, arising in many physical ph...
AbstractSolutions to the general second order nonlinear boundary value problems, arising in many phy...
A method which enables determine the monotone sequences not only converging uniformly to the unique ...
A method which enables determine the monotone sequences not only converging uniformly to the unique ...
AbstractThis paper presents a general method for solving nonlinear, differential equations of the fo...
The method of quasilinearization for the solution of nonlinear two point boundary value problems is ...