AbstractA class of nonlinear vectorial bifurcation-point equations are examined. Some sufficient conditions for the existence of nonzero solutions to the bifurcation-point equations are obtained. Additionally, approximate expressions are derived for any nonzero bifurcation solutions which are captured by the above sufficient conditions
AbstractMany practical problems require information about a branch of solutions of a system of nonli...
Towards a bifurcation theory for nonautonomous difference equations. - In: Journal of difference equ...
This paper will deal with the Theory of Geometric Bifurcation which the author developed in 1986. Th...
AbstractA class of nonlinear vectorial bifurcation-point equations are examined. Some sufficient con...
New existence conditions, under which an index at infinity can be calculated, are given for bifurcat...
We consider bifurcation points of a parameter-dependent nonlinear equation F(x, B)=0 whose left memb...
In this paper, we consider multiple positive solutions of the nonlinear two point boundary value pro...
We extend bifurcation results of nonlinear eigenvalue problems from real Banach spaces to any neighb...
Bifurcation is a very useful method to prove the existence of positive solutions for nonlinear ellip...
AbstractWe use bifurcation theory to study positive, negative, and sign-changing solutions for sever...
AbstractWe consider the nonlinear Sturm–Liouville problem[formula][formula]whereai,biare real number...
The results of our recent paper [P. Korman, Y. Li, T. Ouyang, Computing the location and the directi...
The purpose of this paper is to consider boundary value problems for second order ordinary diff eren...
A new approach to bifurcation study is presented, relying on the theory of second order optimality c...
AbstractThe results of our recent paper [P. Korman, Y. Li, T. Ouyang, Computing the location and the...
AbstractMany practical problems require information about a branch of solutions of a system of nonli...
Towards a bifurcation theory for nonautonomous difference equations. - In: Journal of difference equ...
This paper will deal with the Theory of Geometric Bifurcation which the author developed in 1986. Th...
AbstractA class of nonlinear vectorial bifurcation-point equations are examined. Some sufficient con...
New existence conditions, under which an index at infinity can be calculated, are given for bifurcat...
We consider bifurcation points of a parameter-dependent nonlinear equation F(x, B)=0 whose left memb...
In this paper, we consider multiple positive solutions of the nonlinear two point boundary value pro...
We extend bifurcation results of nonlinear eigenvalue problems from real Banach spaces to any neighb...
Bifurcation is a very useful method to prove the existence of positive solutions for nonlinear ellip...
AbstractWe use bifurcation theory to study positive, negative, and sign-changing solutions for sever...
AbstractWe consider the nonlinear Sturm–Liouville problem[formula][formula]whereai,biare real number...
The results of our recent paper [P. Korman, Y. Li, T. Ouyang, Computing the location and the directi...
The purpose of this paper is to consider boundary value problems for second order ordinary diff eren...
A new approach to bifurcation study is presented, relying on the theory of second order optimality c...
AbstractThe results of our recent paper [P. Korman, Y. Li, T. Ouyang, Computing the location and the...
AbstractMany practical problems require information about a branch of solutions of a system of nonli...
Towards a bifurcation theory for nonautonomous difference equations. - In: Journal of difference equ...
This paper will deal with the Theory of Geometric Bifurcation which the author developed in 1986. Th...
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