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Holdings
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Fonds
Michael Wright Collection
7167 more...
Item
MW0002615 - 18/09/07 Noncommutative rings and geometry, Almeria, Spain: A Joseph: On the left & right; Brylinski-Konstant filtrations (incomplete) / T Lenagan: Non-negativity is a quantum phenomenon / Shan Majid: Barr-Categories & *- operations / 19/09/07: S Silvestrov: Graded rings & generalised crossed product algebras; a fruitful interplay & a frontier / 20/09/07: C Ringel: Some minimal representation-infinite algebras / Michelle Van Den Bergeh: Hochschild cohomology / T Lavasseur: Rings on differential operations & functorial constructions thereon (incomplete)
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MW0002616 - 23/11/07 Meeting in honour of Christian Houzel, IHP, Paris: FW Lawvere: Toposes in geometry & analysis
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MW0002616 - 23/11/07 Meeting in honour of Christian Houzel, IHP, Paris: FW Lawvere: Toposes in geometry & analysis
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MW0002617 - 15/11/07 EPSA Principles in Physics, Madrid: Maarten Van Dyck: Historical a priori & inertia / Michael Stöltzner: Principle of least action / Chrysovalantis Stergiou: Causal processes in quantum physics / Laura Felline: Structural explanations, relativity to QM / Richard Healey: Gauge symmetry & the theta vacuum / 17/11/07: Michael Friedman: Einstein, Kant & the A Priori (incomplete) / 23/11/07 Meeting in honour of Christian Houzel, Institut Henri Poincare, Paris: Rosdi Rashed: Christian Houzel comme historien & mathematiques / Pierre Schapira: Une application du theoreme de finitude de Houzel a la quantification par deformation / Erwan Penchevre: La theorie arithmetique des grandeurs algebriques de Kronecker / FW Lawvere: Toposes in geometry & analysis / Francois Chargois: Dualite de Grothendieck / Coffee break
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MW0002618 - 16/12/07 Fougeres: Conversations incl J Mayberry & M Wright re sheaf theory & motivations for definitions of sheaf theory
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MW0002619 - FERT - 2007 Part I
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MW0002620 - FERT - 2007 Part I
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MW0002621 - FERT - 2007 Part II
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MW0002622 - FERT - 2007 Part II
1059 more...
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16/12/07 Fougeres: Conversations incl J Mayberry & M Wright re sheaf theory & motivations for definitions of sheaf theory
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