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X International Workshop on Differential Equations, Number Theory, Data Analysis Methods and Geometry University of Havana, February 19-23, 2007 From the Birch and Swinnerton
Séminaire BOURBAKI Mars 2005 57ème année 2004-2005 no 945 THE MUMFORD CONJECTURE after Madsen and Weiss by Geoffrey POWELL 1 INTRODUCTION The Mumford conjecture concerns…
A Conjecture of Victor Kac Conference on Geometric Methods in Invariant Theory Daniel Kline joint work with Calin Chindris November 28, 2016 University of Missouri - Columbia…
The Erdős-Moser Conjecture An Application of Linear Algebra to Combinatorics Richard P. Stanley M.I.T. The Erdős-Moser Conjecture – p. 1 The function fS, α Let S ⊂…
The Random Wave Conjecture and Arithmetic Quantum Chaos Peter Humphries June 8, 2020 Peter Humphries The Random Wave Conjecture and Arithmetic Quantum Chaos Classical Mechanics…
Tree Homology and a Conjecture of Levine JAMES CONANT ROB SCHNEIDERMAN PETER TEICHNER In his study of the group of homology cylinders J Levine 22 made the conjecture that…
The local Tamagawa number conjecture on Hecke characters Francesc Bars ∗ Abstract In this paper we prove the local Tamagawa number conjecture in the non-critical case for…
Hilbert modular forms and the Gross–Stark conjecture Samit Dasgupta Henri Darmon Robert Pollack March 25, 2009 Abstract Let F be a totally real field and χ an abelian…
THE CARTAN-HADAMARD CONJECTURE AND THE LITTLE PRINCE BENOÎT R. KLOECKNER AND GREG KUPERBERG ABSTRACT. The generalized Cartan-Hadamard conjecture says that if Ω is a domain…
uniform distribution theory DOI: 10.1515udt-2016–0006 Unif. Distrib. Theory 11 2016, no.1, 79–139 ON THE CONJECTURE OF LEHMER, LIMIT MAHLER MEASURE OF TRINOMIALS AND…
Cabling Conjecture for Small Bridge Number Colin Grove January 11, 2018 Abstract Let k ⊂ S3 be a nontrivial knot. The Cabling Conjecture of Francisco González-Acuña…
Nonuniform Distributions of Patterns of Sequences of Primes in Prime Moduli David Wu Abstract For positive integers q, Dirichlet’s theorem states that there are infinitely…
TOWARDS THE JACQUET CONJECTURE ON THE LOCAL CONVERSE PROBLEM FOR p-ADIC GLn DIHUA JIANG, CHUFENG NIEN, AND SHAUN STEVENS Abstract. The Local Converse Problem is to determine…
YOSHIDA LIFTS AND SELMER GROUPS SIEGFRIED BÖCHERER, NEIL DUMMIGAN, AND RAINER SCHULZE-PILLOT Abstract. Let f and g, of weights k ′ k ≥ 2, be normalised newforms for…
THE ONSAGER CONJECTURE R SHVYDKOY The Euler system governing evolution of an incompressible ideal homogeneous ρ ≡ 1 fluid is given by E ut + u · ∇u+∇p =…
A Proof of a Conjecture of Ohba Jonathan A. Noel, Bruce A. Reed, Hehui Wu August 1, 2012 Abstract We prove a conjecture of Ohba which says that every graph G on at most 2χG…
On a Conjecture on Linear Systems Sonica Anand Advisor: Prof. Kapil H. Paranjape Aspects of a curve Let C be a smooth projective curve Aspects of a curve Clifford Index (Geometric…
On a Conjecture on Linear Systems Sonica Anand Advisor: Prof. Kapil H. Paranjape Aspects of a curve Let C be a smooth projective curve Aspects of a curve Clifford Index (Geometric…
An Introduction to Modern Econometrics Using Stata CHRISTOPHER F. BAUM Department of Economics Boston College A Stata Press Publication StataCorp LP College Station, Texas…
A GENERALIZATION OF TUZA’S CONJECTURE RON AHARONI AND SHIRA ZERBIB Abstract A famous conjecture of Tuza 11 is that the mini- mal number of edges needed to cover all triangles…