Oscillatory properties of , I
Oscillatory properties of , III
Osservazioni elementari intorno al differente di un corpo o di un'algebra sopra un corpo algebrico, o sopra un corpo di funzioni algebriche di una variabile
Osservazioni sul problema di Fermat.
Overconvergent modular forms
We give a geometric definition of overconvergent modular forms of any -adic weight. As an application, we reprove Coleman’s theory of -adic families of modular forms and reconstruct the eigencurve of Coleman and Mazur without using the Eisenstein family.
Overconvergent modular symbols and -adic -functions
This paper is a constructive investigation of the relationship between classical modular symbols and overconvergent -adic modular symbols. Specifically, we give a constructive proof of acontrol theorem (Theorem 1.1) due to the second author [19] proving existence and uniqueness of overconvergent eigenliftings of classical modular eigensymbols of non-critical slope. As an application we describe a polynomial-time algorithm for explicit computation of associated -adic -functions in this case. In...
Overpartition pairs
An overpartition pair is a combinatorial object associated with the -Gauss identity and the summation. In this paper, we prove identities for certain restricted overpartition pairs using Andrews’ theory of recurrences for well-poised basic hypergeometric series and the theory of Bailey chains.
Oб акцессорных коэффициентах уравнения Фукса второго порядка с вещественными особыми точками