<--- Back to Details
First PageDocument Content
Mathematics / Algebra / Abstract algebra / Algebraic geometry / Projective variety / Monodromy / Cyclotomic polynomial / Universal property / Algebraic variety / Divisor / Morphism of algebraic varieties
Date: 2010-10-13 13:38:26
Mathematics
Algebra
Abstract algebra
Algebraic geometry
Projective variety
Monodromy
Cyclotomic polynomial
Universal property
Algebraic variety
Divisor
Morphism of algebraic varieties

793 Documenta Math. Special Subvarieties Arising from Families of Cyclic Covers of the Projective Line

Add to Reading List

Source URL: www.math.uiuc.edu

Download Document from Source Website

File Size: 270,81 KB

Share Document on Facebook

Similar Documents

THE STRONG TOPOLOGICAL MONODROMY CONJECTURE FOR COXETER HYPERPLANE ARRANGEMENTS ASILATA BAPAT AND ROBIN WALTERS ABSTRACT. The Bernstein–Sato polynomial, or the b-function, is an important invariant of hypersurface sing

THE STRONG TOPOLOGICAL MONODROMY CONJECTURE FOR COXETER HYPERPLANE ARRANGEMENTS ASILATA BAPAT AND ROBIN WALTERS ABSTRACT. The Bernstein–Sato polynomial, or the b-function, is an important invariant of hypersurface sing

DocID: 1uHNu - View Document

L-functions and monodromy: four lectures on Weil II-1 L-functions and monodromy: four lectures on Weil II Nicholas M. Katz Table of Contents Lecture I Introduction

L-functions and monodromy: four lectures on Weil II-1 L-functions and monodromy: four lectures on Weil II Nicholas M. Katz Table of Contents Lecture I Introduction

DocID: 1uDKw - View Document

POLYNOMIALS WITH PSL(2) MONODROMY ROBERT M. GURALNICK AND MICHAEL E. ZIEVE Abstract. Let k be a field of characteristic p > 0, let q be a power of p, and let u be transcendental over k. We determine all polynomials f ∈

POLYNOMIALS WITH PSL(2) MONODROMY ROBERT M. GURALNICK AND MICHAEL E. ZIEVE Abstract. Let k be a field of characteristic p > 0, let q be a power of p, and let u be transcendental over k. We determine all polynomials f ∈

DocID: 1tlG7 - View Document

G2 AND HYPERGEOMETRIC SHEAVES NICHOLAS M. KATZ Abstract. We determine, in every finite characteristic p, those hypergeometric sheaves of type (7, m) with 7 ≥ m whose geometric monodromy group Ggeom lies in G2 , cf. The

G2 AND HYPERGEOMETRIC SHEAVES NICHOLAS M. KATZ Abstract. We determine, in every finite characteristic p, those hypergeometric sheaves of type (7, m) with 7 ≥ m whose geometric monodromy group Ggeom lies in G2 , cf. The

DocID: 1rUIG - View Document

937  Documenta Math. Jumps and Monodromy of Abelian Varieties Lars Halvard Halle and Johannes Nicaise1

937 Documenta Math. Jumps and Monodromy of Abelian Varieties Lars Halvard Halle and Johannes Nicaise1

DocID: 1rUdy - View Document