A PROOF OF THE ABC CONJECTURE AFTER MOCHIZUKI Abstract We give a survey of S. Mochizuki’s ingenious inter-universal Teichmuller theory and ex- plain how it gives rise
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…
A PROOF OF THE MARMI-MOUSSA-YOCCOZ CONJECTURE FOR ROTATION NUMBERS OF HIGH TYPE by Davoud Cheraghi Arnaud Chéritat Abstract — Marmi Moussa and Yoccoz conjectured that…
ar X iv :1 21 0. 53 84 v4 m at h. D S 1 6 N ov 2 01 5 A PROOF OF THE MARMI-MOUSSA-YOCCOZ CONJECTURE FOR ROTATION NUMBERS OF HIGH TYPE by Davoud Cheraghi Arnaud Chéritat…
A PROOF OF THE MULLINEUX CONJECTURE BEN FORD AND ALEXANDER S. KLESHCHEV Dedicatedto thememoryof ProfessorBrian Hartley INTRODUCTION A partitionλ of a positive integern is…
CONGRUENCES BETWEEN HILBERT MODULAR FORMS: CONSTRUCTING ORDINARY LIFTS IN PARALLEL WEIGHT TWO THOMAS BARNET-LAMB TOBY GEE AND DAVID GERAGHTY Abstract Under mild hypotheses…
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…
CONGRUENCES BETWEEN HILBERT MODULAR FORMS: CONSTRUCTING ORDINARY LIFTS THOMAS BARNET-LAMB, TOBY GEE, AND DAVID GERAGHTY Abstract. Under mild hypotheses, we prove that if…
A Chromatic Symmetric Function Conjecture Richard P Stanley MIT A Chromatic Symmetric Function Conjecture – p Basic notation G: simple graph with d vertices V : vertex…
The Coq Proof Assistant A Tutorial December 18, 2017 Version 8.7.11 Gérard Huet, Gilles Kahn and Christine Paulin-Mohring πr2 Project (formerly LogiCal, then TypiCal) 1This…
SKhruschev.dviA RECOVERY OF BROUNCKER’S PROOF FOR THE QUADRATURE CONTINUED FRACTION Abstract 350 years ago in Spring of 1655 Sir William Brouncker on a request by John
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…
On Fuzzball conjecture Seiji Terashima (YITP, Kyoto) based on the work (PRD78 064029(2008), arXiv:0805.1405) in collaboration with Noriaki Ogawa (YITP) 2009 Feb 19 at Kinosaki…
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…
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…
A Birch and Swinnerton-Dyer conjecture for the Mazur-Tate circle pairing Massimo Bertolini Henri Darmon September 5 2007 Abstract Let E be an elliptic curve over Q attached…
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…
eta-s-munich-090808.3498,0810.2193, 0901.2191 +GORBONOS, HADAD 0712.3206 +G 0902.1553, +H 0903.0823 +DVALI, VENEZIANO 0907.5516 Proof of a Universal Lower Bound on η/s
Jeremy Avigad The prime number theorem Let π(x) denote the number of primes less than or equal to x . The prime number theorem: π(x)/x is asymptotic to 1/ ln x , i.e.