Add to ORKGthis paper a local approach. Fix a prime number p and let k p be the maximal unramified extension of Q p . Let K p be its completion and let\Omeg
This paper is dedicated to Bernard Dwork who has been a friend and an inspiration for many years. Le...
The field of real numbers is usually constructed using Dedekind cuts. In these thesis we focus on th...
In this bachelor's thesis we give a complete proof of the Kronecker-Weber theorem, which states that...
Abstract: We consider summation of some finite and infinite functional p-adic series with factorials...
AbstractIn [S. Ferenczi, Rank and symbolic complexity, Ergodic Theory Dynam. Systems 16 (1996) 663–6...
AbstractA general algorithm is considered and shown to lead to various unusual and unique series exp...
In this project we investigate some approaches attacking the question of whether the theory of the m...
Abstract. For a prime p and an integer x, the p-adic valuation of x is denoted by νp(x). For a polyn...
AbstractLet K be a finite tamely ramified extension of Qp and let L/K be a totally ramified (Z/pnZ)-...
summary:We study a family of quasi periodic $p$-adic Ruban continued fractions in the $p$-adic field...
AbstractAn account of the theory of the p-adic analogue of the real spectrum, up to and including th...
Let $(R, \mathfrak{m})$ be a Cohen-Macaulay complete local ring. We will apply an inductive argument...
In this paper we present a general view of the totally and wildly ramified extensions of degree $...
AbstractIn 1940, K. Mahler presented a geometric algorithm which, for any P-adic integer ζ, yields a...
Nevanlinna Theory has been an important aspect of classical complex analysis for over 60 years. The ...
This paper is dedicated to Bernard Dwork who has been a friend and an inspiration for many years. Le...
The field of real numbers is usually constructed using Dedekind cuts. In these thesis we focus on th...
In this bachelor's thesis we give a complete proof of the Kronecker-Weber theorem, which states that...
Abstract: We consider summation of some finite and infinite functional p-adic series with factorials...
AbstractIn [S. Ferenczi, Rank and symbolic complexity, Ergodic Theory Dynam. Systems 16 (1996) 663–6...
AbstractA general algorithm is considered and shown to lead to various unusual and unique series exp...
In this project we investigate some approaches attacking the question of whether the theory of the m...
Abstract. For a prime p and an integer x, the p-adic valuation of x is denoted by νp(x). For a polyn...
AbstractLet K be a finite tamely ramified extension of Qp and let L/K be a totally ramified (Z/pnZ)-...
summary:We study a family of quasi periodic $p$-adic Ruban continued fractions in the $p$-adic field...
AbstractAn account of the theory of the p-adic analogue of the real spectrum, up to and including th...
Let $(R, \mathfrak{m})$ be a Cohen-Macaulay complete local ring. We will apply an inductive argument...
In this paper we present a general view of the totally and wildly ramified extensions of degree $...
AbstractIn 1940, K. Mahler presented a geometric algorithm which, for any P-adic integer ζ, yields a...
Nevanlinna Theory has been an important aspect of classical complex analysis for over 60 years. The ...
This paper is dedicated to Bernard Dwork who has been a friend and an inspiration for many years. Le...
The field of real numbers is usually constructed using Dedekind cuts. In these thesis we focus on th...
In this bachelor's thesis we give a complete proof of the Kronecker-Weber theorem, which states that...