Titlebook: Health Assets in a Global Context; Theory, Methods, Act Antony Morgan,Maggie Davies,Erio Ziglio Book 2010 Springer Science+Business Media,

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龍卷風(fēng)

We introduce the notion of quadratic (resp. symplectic quadratic) Poisson algebras and we show how one can construct new interesting quadratic (resp. symplectic quadratic) Lie algebras from quadratic (resp. symplectic quadratic) Poisson algebras. Finally, we give inductive descriptions of symplectic quadratic Poisson algebras.

VOK

Michael P. KellyConsider the Fukaya category associated to a Lefschetz fibration. It turns out that the Floer cohomology of the monodromy around ∞ gives rise to natural transformations from the Serre functor to the identity functor, in that category. We pay particular attention to the implications of that idea for Lefschetz pencils.

激勵(lì)

A decoding algorithm for linear codes is presented, which is able to correct beyond the half minimum distance and which has the capability to include soft decision decoding. Results on applying this algorithm to some codes (with and without soft decision) are included.

habitat

Nora Wille,Ulrike Ravens-SiebererWe give several algebraic techniques, useful for the study of error-correcting codes : decomposition of ideals, automorphisms. We also prove that codes with coefficients in a noetherian ring are not better than codes with coefficients in a field.

強(qiáng)所

Virginia Morrow,Berry MayallCyclic codes which are invariant under the affine group are here described in a group algebra. A minimum system of generators for the extended codes is obtained from the zeros set of the cyclic code. We characterize thus some extended BCH-codes.

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和平

Alfred Rütten,Karim Abu-Omar,Sabine Seidenstücker,Sabine MayerIn recents works, J.-M. Bismut has introduced an “hypoelliptic Laplacian” acting on differentials forms on the cotangent bundle .*. of a Riemannian compact manifold .. This operator is a deformation of the Hodge Laplacian on .. We present here some analytic properties of this new operator.

narcotic

Alok Mukhopadhyay,Anjali GuptaIn recents works, J.-M. Bismut has introduced an “hypoelliptic Laplacian” acting on differentials forms on the cotangent bundle .*. of a Riemannian compact manifold .. This operator is a deformation of the Hodge Laplacian on .. We present here some analytic properties of this new operator.