A representation for the derivative of a meta-analytic function

Sastry, M.S.K.

Displaying similar documents to “A representation for the derivative of a meta-analytic function”

Analytic functions in general analysis

Angus E. Taylor (1937)

Annali della Scuola Normale Superiore di Pisa - Classe di Scienze

Similarity:

An example of local analytic q-difference equation : Analytic classification

Frédéric Menous (2006)

Annales de la faculté des sciences de Toulouse Mathématiques

Similarity:

Using the techniques developed by Jean Ecalle for the study of nonlinear differential equations, we prove that the $q$ -difference equation $x σ_{q} y = y + b (y, x)$ with $(σ_{q} f) (x) = f (q x)$ ( $q > 1$ ) and $b (0, 0) = \partial_{y} b (0, 0) = 0$ is analytically conjugated to one of the following equations : $x σ_{q} y = y ou x σ_{q} y = y + x$