Related papers: Multisymmetric syzygies

The content of this preprint together with additional material appears now in 0706.2154.

This paper has been subsumed by math.AG/0502240

The content of this paper is now available as part of arXiv:0802.2019

This is an expository and introductory note on some results obtained in "Coisotropic embeddings in Poisson manifolds" (ArXiv math/0611480). Some original material is contained in the last two sections, where we consider linear Poisson…

This preprint contains the Supporting Online Material for our paper ''Strong Interactions in Multimode Random Lasers'', Science 320, 643 (2008) (also available at: arXiv:0805.4496).

The revised version has two additional references and a shorter proof of Proposition 5.7. This version also makes numerous small changes and has an appendix containing a proof of the degree formula for a parametrized surface.

In the revised version of the paper, we correct misprints and add some new statements.

This paper is now part of the new paper "Series with Hermite polynomials and applications" arXiv:1710.00687.

The paper was withdrawn because of its significant overlap with a paper appeared recently.

Some additional references are included on the last 3 pages.

This paper will be replaced later by a revised version.

This paper has excessive overlap with the following papers also written by the authors or their collaborators: hep-th/0505013 and 0705.2930.

This preprint has been withdrawn. It is because I will never publish this preprint since everything has been contained in my new preprint: arXiv:0907.1506. Please refer to arXiv:0907.1506. Please do not cite this preprint any more.

In this revised version, we add some expository material and references and make some minor corrections.

A review of recent developments in the analyses of supersymmetric dark matter is given.

In this talk, some aspects of duality symmetries are presented.

This is the first of a three parts paper providing full details for our previous announcement in Pr\'epublications Orsay 2007-16, arXiv:0711.3579. Here we prove the results stated in the title.

(Minor corrections and reference added)

This is a reaction to the article Symplectic bipotentials, in published form [2] Harakeh M, Ban M, de Saxce G. Symplectic bipotentials. Mathematics and Mechanics of Solids. 2026;0(0) doi:10.1177/10812865251413554, and in preprint form [1]…

This paper has been superseded by gr-qc/0611101.