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AN INTRODUCTION TO VON NEUMANN ALGEBRAS ADRIAN IOANA 1. von Neumann algebras basics Notation. Throughout these notes, H denotes a Hilbert space that we will typically assume…
ar X iv :1 50 8 04 67 8v 1 m at h O A 1 9 A ug 2 01 5 W∗-RIGIDITY FOR THE VON NEUMANN ALGEBRAS OF PRODUCTS OF HYPERBOLIC GROUPS IONUT CHIFAN ROLANDO DE SANTIAGO AND THOMAS…
Notes on von Neumann algebras Jesse Peterson April 5, 2013 2 Chapter 1 Spectral theory If A is a complex unital algebra then we denote by G(A) the set of elements which have…
Effectiveness and naturalness of the spectral action for theories on foliated space-times Aleksandr Pinzul Universidade de Brasília Strings at Dunes, Natal, 04-15 July 2016…
Fuglede-Kadison Determinants for Operators in the Von Neumann Algebra of an Equivalence RelationFuglede-Kadison Determinants for Operators in the Von Neumann Algebra of an
ar X iv :1 40 5 51 78 v2 m at h O A 1 7 M ar 2 01 5 Complete boundedness of Heat Semigroups on von Neumann Algebra of hyperbolic groups Tao Mei∗ and Mikael de la Salle†…
Alexandre Girouard From Steklov to Neumann via homogenization Neumann Concentration of density Steklov Homogenization tt Dynamical β→∞ jj �� Applications to isoperimetric…
PowerPoint-Präsentation The SNO+ Experiment: Overview and Status DPG Spring Meeting Dresden 2013 Arnd Sörensen, Valentina Lozza, Nuno Barros, Belina von Krosigk, Laura…
HEAD AND TAIL Π DOBBLE SUDOKU LIKE Computing with Coins On randomness and determinism Polaris Team [email protected] November 2018 1 31Computing with Coins HEAD…
Architecture of LISP Machines Kshitij Sudan March 6 2008 A Short History Lesson … Alonzo Church and Stephen Kleene 1930 – λ Calculus to cleanly define computable functions…
Lambda Calculus Yuxi Fu 31 May, 2013 Origin in Mathematical Logic Foundation of mathematics was very much an issue in the early decades of 20th century. Cantor, Frege, Russel’s…
Architecture of LISP Machines Kshitij Sudan March 6, 2008 A Short History Lesson … Alonzo Church and Stephen Kleene (1930) – λ Calculus ( to cleanly define "computable…
Tensor networks TT Matrix Product States and Hierarchical Tucker decomposition R Schneider TUB Matheon John von Neumann Lecture – TU Munich 2012 Setting - Tensors Vν :=…
Jean Renault 3 Cartan subalgebras in C*-algebras. 4 Examples and counterexamples. J. Renault (Universite d’Orleans) Cartan subalgebras — Leiden 2008 22 July 2008
� � 8. Symplectic reflection algebras 8.1. The definition of symplectic reflection algebras. Rational Cherednik algebras for finite Coxeter groups are a special case…
Jan Zaanen 1 2 Von Neumann entropy: entanglement and fields. Bipartite vN entropy: measures entanglement = quantum information of Bell pairs € |Bell = 1 2 00 + 11( ) ⇒…
. . . . . . Lie-Hopf algebras and their Hopf cyclic cohomology Bahram Rangipour Texas AM University, College Station May 1, 2014 . . . . . . Local Index Formula in NCG Theorem…
Quantum Entanglement in Holography Xi Dong Review talk Strings 2018, OIST, Okinawa, Japan June 27, 2018 Quantum entanglement • Correlation between parts of the full system…
Strategies for Stable Merge Sorting Sam Buss [email protected] Department of Mathematics University of California, San Diego La Jolla, CA, USA Alexander Knop [email protected]…
ar X iv :0 71 2 13 98 v1 m at h D G 1 0 D ec 2 00 7 PROLONGATIONS OF LIE ALGEBRAS AND APPLICATIONS PAUL-ANDI NAGY Abstract We study the skew-symmetric prolongation of a Lie…