Related papers: Fekete sequences in complex dynamics
This paper has been withdrawn because it is a duplicate of [hep-ph/0609266].
Results have been moved to a published article, see arXiv:0812.2669v4[math.PR]
The results of this thesis allows one to replace calculations in tricategories with equivalent calculations in Gray categories (aka semistrict tricategories). In particular the rewriting calculus for Gray categories as used for example by…
This paper was withdrawn by the author.
This paper has been withdrawn by the authors, as it was combined with "Conformally invariant energies of knots I" (math/0409396) to be "Conformally invariant energies of knots" which has replaced the former.
This paper has been withdrawn because the models on which it was based have undergone significant changes and improvements. A new paper with the same title, based on the improved models, is accepted for publication in MNRAS and is available…
This paper has been withdrawn by the authors because it has been merged with paper arXiv:0903.3501v1 [math.DG]
This article corrects two mistakes in the article "Coarse homology theories" [math.AT/0106183].
This paper has been removed by arXiv administrators because of overlap with gr-qc/0303034. This paper also has excessive overlap with the following papers also written by the authors or their collaborators: gr-qc/0601133, gr-qc/0602012,…
Clarified certain points and related it to other work.
This paper has been withdrawn.
The paper has been withdrawn
The contents of this manuscript has been moved to hep-ph/0412204.
This paper has been withdrawn due to same as quant-ph/9908068
Withdrawn; paper superceded by astro-ph/0105392
This is a continuation of our previous work arXiv:1601.05617 on trace and inverse trace of Steklov eigenvalues. More new inequalities for the trace and inverse trace of Steklov eigenvalues are obtained.
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 submission is a duplicate of arXiv:q-bio/0602024 and has been removed.
We survey what is known about Fekete points/optimal designs for a simplex in $\R^d.$ Several new results are included. The notion of Fej\'er exponenet for a set of interpolation points is introduced.
This preprint has been withdrawn as crucial errors have been discovered in the papers it has referred to. It is now superseded by cond-mat/9807391.