Results 1  10
of
2,749
The padic upper half plane
"... The padic upper half plane X is a rigid analytic variety over a padic field K, on which the group GL2(K) acts, that Mumford introduced (as a formal scheme) as part of his efforts to generalize Tate’s padic uniformization of elliptic curves to curves of higher genus. The Cp–valued points of X are ..."
Abstract

Cited by 4 (0 self)
 Add to MetaCart
The padic upper half plane X is a rigid analytic variety over a padic field K, on which the group GL2(K) acts, that Mumford introduced (as a formal scheme) as part of his efforts to generalize Tate’s padic uniformization of elliptic curves to curves of higher genus. The Cp–valued points of X
Isogonal Conjugates in Poincaré Upper Half Plane
"... In this study, we give isogonal conjugates from major contributions of the modern synthetic geometry of the hyperbolic triangle in Poincaré upper half plane model of hyperbolic geometry. ..."
Abstract
 Add to MetaCart
In this study, we give isogonal conjugates from major contributions of the modern synthetic geometry of the hyperbolic triangle in Poincaré upper half plane model of hyperbolic geometry.
AN INTRODUCTION TO UPPER HALF PLANE POLYNOMIALS
, 711
"... Polynomials with all real roots have many interesting and useful properties. ..."
Abstract
 Add to MetaCart
Polynomials with all real roots have many interesting and useful properties.
REVISITING THE SIEGEL UPPER HALF PLANE II
, 2003
"... In this paper we study the automorphisms of Siegel upper half plane of complex dimension 3. We give the normal forms and classify the set of fixed points of such transformations. 1 1 ..."
Abstract
 Add to MetaCart
In this paper we study the automorphisms of Siegel upper half plane of complex dimension 3. We give the normal forms and classify the set of fixed points of such transformations. 1 1
HARMONIC LITTLE BLOCH FUNCTIONS ON THE UPPER HALFSPACE
"... Abstract. On the setting of the upper halfspace of the euclidean nspace, we study some properties of harmonic little Bloch functions and we show that for a given harmonic little Bloch function u, there exists unique harmonic conjugates of u which are also little Bloch functions with appropriate no ..."
Abstract
 Add to MetaCart
Abstract. On the setting of the upper halfspace of the euclidean nspace, we study some properties of harmonic little Bloch functions and we show that for a given harmonic little Bloch function u, there exists unique harmonic conjugates of u which are also little Bloch functions with appropriate
EQUIVARIANT VECTOR BUNDLES ON DRINFELD’S UPPER HALF SPACE
, 2007
"... be Drinfeld’s upper half space over a finite extension K of ..."
Abstract

Cited by 5 (2 self)
 Add to MetaCart
be Drinfeld’s upper half space over a finite extension K of
CHAPTER 3 The padic upper half plane
"... The padic upper half plane X is a rigid analytic variety over a padic field K, on which the group GL2(K) acts, that Mumford introduced (as a formal scheme) as part of his efforts to generalize Tate’s padic uniformization of elliptic curves to curves of higher genus. The Cp–valued points of X are ..."
Abstract
 Add to MetaCart
The padic upper half plane X is a rigid analytic variety over a padic field K, on which the group GL2(K) acts, that Mumford introduced (as a formal scheme) as part of his efforts to generalize Tate’s padic uniformization of elliptic curves to curves of higher genus. The Cp–valued points of X
Results 1  10
of
2,749