Generalized Roof Duality for Multi-Label Optimization: Optimal Lower Bounds and Persistency Thomas Windheuser1,2 , Hiroshi Ishikawa2 , and Daniel Cremers1 1 2

Source URL: vision.in.tum.de

Gauged sigma models and non-isometric T-duality @ SCGP - Stony Brook Athanasios Chatzistavrakidis Based on:

Source URL: media.scgp.stonybrook.edu

First Joint Meeting Brazil Italy of Mathematics Special Session, S6: Commutative Algebra and its Interactions Rio de Janeiro, August 29 - September 02, 2016 Title: Duality and socle generators for residual intersections

Source URL: www.sbm.org.br

PHYSICAL REVIEW A, VOLUME 62, Duality between partial coherence and partial entanglement Bahaa E. A. Saleh,* Ayman F. Abouraddy, Alexander V. Sergienko, and Malvin C. Teich Quantum Imaging Laboratory,† Departme

Source URL: people.bu.edu

Computing Equilibria for Two-Person Games Bernhard von Stengel ETH Z¨ urich November 25, 1996 (minor corrections added November 11, 1997)

Source URL: www.maths.lse.ac.uk

• Game theory
• Bimatrix game
• Zero-sum game
• Duality
• Nash equilibrium
• LemkeHowson algorithm
• Complementarity theory
• Linear programming
• Trembling hand perfect equilibrium
• Strategy
• Best response
• Mathematical optimization

Relaxing the constraints on T-duality Erik Plauschinn LMU Munich Simons Center —

Source URL: media.scgp.stonybrook.edu

COMPUTING EQUILIBRIA FOR TWO-PERSON GAMES Appeared as Chapter 45, Handbook of Game Theory with Economic Applications, Vol), eds. R. J. Aumann and S. Hart, Elsevier, Amsterdam, pages 1723–BERNHARD VON S

Source URL: www.maths.lse.ac.uk

• Game theory
• Bimatrix game
• LemkeHowson algorithm
• Zero-sum game
• Nash equilibrium
• Complementarity theory
• Best response
• Strategy
• Linear programming
• Duality
• Expected value
• Continuous game

Seminar: “Geometry&Physics@DFT” Location : DFT Seminar Room (Seminar Homepage) (Indico Page) Date: Friday, December 11, 2015, 11:00 AM Title: De Sitter Space in Gauge/Gravity Duality Speaker: Dr. Lilia Anguelova (INR

Source URL: events.theory.nipne.ro

Torsion homology growth in arithmetic groups Nicolas Bergeron (UPMC) To quote Jordan Ellenberg [4]: “I was raised to think of torsion classes in homology as a terrifying mystery that one dealt with by tensoring with th

Source URL: www.7ecm.de

• Differential geometry
• Analytic torsion
• Torsion
• Cohomology
• Homology
• Werner Mller
• Arithmetic group
• Poincar duality
• Quantum cohomology

1 Particle-hole duality for the investigation of quantum Hall edge channels Stefano Roddaro 1 , Nicola Paradiso 1 , Vittorio Pellegini 1 , Fabio Beltram 1 , Loren N. Pfeiffer 2 , K. W. West 2 , Giorgio Biasiol 3 , Lucia

Source URL: moriond2008.lpa.ens.fr