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In this article, we investigate the uniqueness problems of difference operators of two meromorphic functions.
We consider the factorization problems of difference operators in (mathbb{C}[x;sigma]) for an automorphism σ of finite order.
Our aim in this article is to investigate the uniqueness problems of difference operators of meromorphic functions.
The existence of positive solutions for nonlinear boundary value problems of difference equation have been studied by several authors.
The papers [17 20] show that the critical point theory is an effective approach to the study of the boundary value problems of difference equations.
It seems that the variational technique combining with the critical point theory [11] developed in the recent decades is one of the effective ways to study the boundary value problems of difference equations.
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She is the author of Deconstruction, Feminist Theology, and the Problem of Difference (Chicago, 1999).
Ellen T. Armour is E. Rhodes and Leona B. Carpenter Associate Professor of Theology at Vanderbilt Divinity School and is the author of Deconstruction, Feminist Theology, and the Problem of Difference: Subverting the Race/Gender Divide.Susan M. St. Ville is a therapist at the Madison Center and is a coeditor of Transfigurations: Feminist Theology and the French Feminists.
But the crux of the problem of difference hinges on the concepts of mimicry and hybridity.
Recently, some authors studied semi-positone boundary value problem of difference equations, for instance, see [17 20].
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