Titlebook: Stochastics, Algebra and Analysis in Classical and Quantum Dynamics; Proceedings of the I S. Albeverio,Ph. Blanchard,D. Testard Conference

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Ward Identities for Conformal Models,o give a geometrical argument showing that the correct invariance for a large class of conformal models, is that of ref. [4], suitably generalized, the simultaneous validity of the invariance depicted in ref. [5] being restricted to the free field situation.

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Sur une Version a Deux Dimensions du Modele de Ginzburg et Landau pour la Supraconductivite,mp magnétique, acquièrent une conductivité infinie). L’état d’un supraconducteur est décrit par un champ Φ à valeurs complexes en interaction avec un champ magnétique B. |Φ|. représente en gros la densité de présence de paires d’électrons responsables de la supraconductivité. On a Φ=0 pour un conduc

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Differential Calculus and Integration by Parts on Poisson Space,stant between their jumps). An “integration by parts” formula shows that the adjoint of that operator extends the usual Poisson stochastic integral. We prove a “Malliavin calculus” type of result, which is closely related to the co-area formula of geometric measure theory.

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,Introduction to Entire Cyclic Cohomology (of ℤ/2-Graded Banach Algebras),e basic notion of cohomology for non-commutative algebras is Alain Connes’ . [0]. We are therefore led to expect crucial applications in physics, a hope which begins to become substanciated [3], [4], [5], [21], [22]. However, in physical applications, the concrete objects through which a cohomology

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