相关论文: Multisymmetric syzygies
These are lecture notes from my talks at the "Current Developments in Mathematics" conference (Harvard, 2006). They cover a variety of topics involving symplectic cohomology. In particular, a discussion of (algorithmic) classification…
Survey article on representation stability and examples in algebraic geometry and topology, written for the Notices of the AMS.
This paper has been withdrawn, because it is subsumed by the new preprint arXiv:0806.4540 .
Homotopy coherence has a considerable history, albeit also by other names. For this volume highlighting symmetries, the appropriate use is: Homotopy coherence of representations, at one time known as strong homotopy representations. We…
This paper is a revised version of a previously posted paper in arxiv. The authors posted it as a new submission by mistake. The latest version of the paper can be found at arXiv:math-ph/0512003v2
Some unfortunate errors from our paper math/0505591 are corrected.
This paper is part of series on self-contained papers in which a large part, if not the full extent, of the asymptotic limit theory of summands of independent random variables is exposed. Each paper of the series may be taken as review…
In this appendix we present an expanded version of Section 4 of our paper arXiv:1404.4596, including the proofs of all of the technical lemmas.
This is the summary report of the ``Indirect Investigations of SUSY'' subgroup of the P3 Physics Group at Snowmass 2001.
This supplementary part of the paper gr-qc 9312038 contains the necessary proofs of the claims stated in the main part.
Revisions: reference added to: G. Gilbert, {\sl Nucl.Phys.} {\bf B328}, 159 (1989)
Notes for the author's MSRI lecture in January 2014.
This is an expository article for the Encyclopedia of Mathematical Physics on the subject in the title.
This is a revised version of Sh:430, section 6.
1. Scope and motivation 2. Lightning review of CMSSM 3. LEP 1 bounds and LEP 1.5 results 4. LEP 2 futurology 5. Bottomline
The present paper is an addendum to "Spherical structures on torus knots and links", arXiv:1008.0312, and concerns more general case of torus knot and link cone-manifolds.
This is a reply to the Comment on 'Spin Decoherence in Superconducting Atom Chips' [arXiv:quant-ph/0610095 (2006)].
This is a reply to arXiv:1409.7513 [Phys. Rev. Lett. 113, 138901 (2014)].
The contents of this paper have been incorporated in the new version of hep-th/0602150.
I give an overview of the presentations at the International Symposium on Multiparticle Dynamics