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Schottky problem
Abelian Solutions of the Soliton Equations and Riemann–Schottky Problems
1 Introduction 2 the Schottky Problem
Newsletter37.Pdf
Discrete and Complex Algorithms for Curves
Notices of the American Mathematical Society
A Selection of New Arrivals September 2017
Schottky Algorithms: Classical Meets Tropical Arxiv:1707.08520V2
The Schottky Problem
On the Schottky Problem for Genus Five Jacobians with a Vanishing Theta Null
The Converse of Abel's Theorem by Veniamine Kissounko a Thesis
Period Constraints on Hyperelliptic Branch Points
The Asymptotic Schottky Problem
The Schottky Problem
Geometric Retracts of Siegel's Upper Half Space
Charles Siegel March 31, 2012
Characteristic Cycles and the Microlocal Geometry of the Gauss Map I, Arxiv:1604.02389
The Schottky Problem
The Schottky Problem
Top View
Arxiv:1703.03140V3 [Math.AG]
5.14 String Theory
Compositio Mathematica
The Solitary Wave That Killed the Schottky Problem
Numerical Reconstruction of Curves from Their Jacobians
Computing Theta Functions with Julia
Curves, Abelian Varieties and the Schottky Problem
Computing Theta Functions with Julia
The Schottky Problem: an Update
Springer Maths and Stats Ebook Collection Title List
Characterizations of Jacobians of Curves with Automorphisms
Arxiv:1009.0369V2 [Math.AG] 30 Sep 2010 DMS-0901086/DMS-1053313
Boolean Functions, Algebraic Curves and Complex Multiplication Jean-Pierre Flori
Prym Varieties and the Schottky Problem
Annual Report for the Fiscal Year July 1, 1985
The Schottky Problem in Genus Five
Trisecant Lines and Jacobians, II
What Do Water Waves Have to Do with Algebraic Geometry?
Hyperelliptic Schottky Problem and Stable Modular Forms
Effective Algebraic Schottky Problem
Computing Theta Functions with Julia
Mathematical Society ISSN 0002-9920
The Schottky Problem Is the Problem of Characterizing the Jaco- Bians of Algebraic Curves Among All Principally Polarized Abelian Varieties