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AN ELEMENTARY PROOF OF FRANKS’ LEMMA FOR GEODESIC FLOWS DANIEL VISSCHER Abstract Given a Riemannian manifold M g and a geodesic γ the perpendicular part of the derivative…
The Caffarelli-Kohn-Nirenberg Theorem - A Direct Proof by Campanato’s Method Jörg Wolf Abstract. In the present paper we give a generalized notion of a suitable weak…
PACIFIC JOURNAL OF MATHEMATICS Vol 124 No 11986 ON A CONJECTURE OF K MURASUGI WILLIAM S MASSEY AND LORENZO TRALDI K Murasugi has conjectured that if every pair of the μ…
π is irrational Philosophy of Mathematics Niven and Bourbaki’s proof The story of π and related puzzles Narrator: Niraj Khare Carnegie Mellon University Qatar Being with…
ar X iv :0 80 7. 48 14 v1 m at h- ph 3 0 Ju l 2 00 8 UNIVERSALITY IN THE TWO MATRIX MODEL: A RIEMANN-HILBERT STEEPEST DESCENT ANALYSIS MAURICE DUITS AND ARNO B.J. KUIJLAARS…
A Spoof-Proof GPS Receiver ETH Zurich, Distributed Computing, disco.ethz.ch Manuel Eichelberger, Ferdinand von Hagen, Roger Wattenhofer https:myriadrf.orgappuploads201711…
COMP9020 Lecture 5 Session 2 2017 Logic -5 Lecture 4 recap: Graphs Basic definitions: Degree Simple closed paths cycles Trees Complete k-partite graphs: Kn Kmn Kmnp Eulerian…
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…
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…
1 1 PROOF OF LEMMA 3 For convenience, let h+I S, t , min π∈ΠS,t β+I π, h−I S, t , max π′∈ΠS,t β−I π ′, βIπ , βIπ + − βIπ−. Therefore, ϕIS,…
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…
Effective Geometric Measure Theory Jan Reimann Theodore Slaman Geometric Measure Theory • Study the geometric properties of non-negligible closed subsets of perfect Polish…
ar X iv :m at h 03 08 13 5v 1 m at h. R T 1 4 A ug 2 00 3 LIE THEORY AND THE CHERN-WEIL HOMOMORPHISM A. ALEKSEEV AND E. MEINRENKEN Abstract. Let P → B be a principal G-bundle.…
6/23/2008 1 Lecture 3. A Proof of Ihara’s Theorem, Edge & Path Zetas, Connections with Quantum Chaos Audrey Terras Correction to lecture 1 The 4-regular tree T4 can…
1 23 A Computer-Algebra-Based Formal Proof of the Irrationality of ζ3 Frédéric Chyzak Joint work with A Mahboubi T Sibut-Pinote and E Tassi May 27 2014 Frédéric Chyzak…
Proof Review 134 Write a 2-column proof Given: RSTU is a parallelogram Prove: ΔRSU ≅ ΔTUS 135 Write a 2-column proof Given: 𝓇 𝓈 Prove: 𝓂 ! !5 ≅ !6 ℓ 6 7…
Tobias Nipkow Lawrence C. Paulson Markus Wenzel λ → ∀ =Is ab el le β α HOL A Proof Assistant for Higher-Order Logic April 15, 2020 Springer-Verlag Berlin Heidelberg…
No Slide Title The Backreaction Conjecture to explain Dark Energy Thomas Buchert, CRALyon MPIK May 26, 2014 ‹Nr.› The Standard Model G = T ? a(t) δij…
function field case September 11, 2018 Contents 1 Preliminaries 6 1.1 The Bruhat-Tits Tree for PGL2(Fp) . . . . . . . . . . . . . . . 6 1.2 Automorphic forms . . . . . .