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Voevodsky: Homotopy Lambda Calculus, proof checkers and formalising pure maths. | Model Theory
https://maths.wordpress.com/2006/04/10/voevodsky-homotopy-lambda-calculus-proof-checkers-and-formalising-pure-maths
Just another Wordpress.com weblog. Voevodsky: Homotopy Lambda Calculus, proof checkers and formalising pure maths. I have heard that Voevodsky, a field medalist famous for his work on motives, has become interested in the foundational issues — proof theory, models of arithmetics, natural language as applied in maths, etc… This year, he has given a Stanford’s Distiguished Lecture Series on Homotopy Lambda Calculus:. Leave a comment here! You can follow any responses to this entry through the RSS 2.0.
About | Model Theory
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April | 2006 | Model Theory
https://maths.wordpress.com/2006/04
Just another Wordpress.com weblog. Archive for April, 2006. Voevodsky: Homotopy Lambda Calculus, proof checkers and formalising pure maths. April 10, 2006. I have heard that Voevodsky, a field medalist famous for his work on motives, has become interested in the foundational issues — proof theory, models of arithmetics, natural language as applied in maths, etc… This year, he has given a Stanford’s Distiguished Lecture Series on Homotopy Lambda Calculus:. Leave a comment here! Blog at WordPress.com.
Quantum Zarski Geometries | Model Theory
https://maths.wordpress.com/2006/05/08/quantum-zarski-geometries
Just another Wordpress.com weblog. Laquo; Voevodsky: Homotopy Lambda Calculus, proof checkers and formalising pure maths. A thesis, finally. Boris Zilber has just announced a new paper on Quantum Zariski geometries. I have not yet looked in the paper yet but perhaps I may say the following very gener al remarks. The paper continues the search for natural. Examples of model-theoretically nice. Models(theories,languages,classes,AEC…): here natural. Fit in the following framework: it is well-known. Notify m...
A thesis, finally | Model Theory
https://maths.wordpress.com/2006/05/08/a-thesis-finally
Just another Wordpress.com weblog. Laquo; Quantum Zarski Geometries. A thesis, finally. Now, finally, I have a thesis ready to for binding! Model Theory of the Universal Covering Spaces of. Heres the description from my webpage…The thesis follows Zilbers programme of logically perfect. Structures;I have tried hard to take care to explain where everything comes from:. I hope that the thesis contains a full. Description of what is the thesis. A remark on the transitivity of Galois action on the set of.
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Bienvenue dans la tour d'ivoire de John Bonobo - La tour d'ivoire de John Bonobo
La tour d'ivoire de John Bonobo. John Bonobo, mathématicien freelance. Les théorèmes d'incomplétude de Gödel. No-arbitrage condition in some modified HJM framework. Une interprétation du temps local brownien en finance. Un problème non résolu. Un problème non résolu (2). Bienvenue dans la tour d'ivoire de John Bonobo. La dernière création de John Bonobo :. 2010 : A Fractal Odyssey. Une animation composée de 6000 images fractales. Superposition d'ensembles de Julia. Add a New Comment. View/set parent page...
Model Theory | Just another WordPress.com weblog
Just another Wordpress.com weblog. A thesis, finally. May 8, 2006. Now, finally, I have a thesis ready to for binding! Model Theory of the Universal Covering Spaces of. Heres the description from my webpage…The thesis follows Zilbers programme of logically perfect. Structures;I have tried hard to take care to explain where everything comes from:. I hope that the thesis contains a full. Description of what is the thesis. I will especially appreciate any references to relevant literature. E( bar Q),Z.
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