Related papers: PCF: The advanced PCF theorems

This is a survey paper of Shelah's pcf theory. In this part the theory is developed up to the pcf theorem.

This article is a very short introduction to pcf theory for topologists.

An overview of the recent developments in plurifine potential theory.

One of the two basic theorems in [5] on the existence of solutions of PDEs is improved with the use of a group analysis type argument.

This is a supplement to the article "Markov Chain Monte Carlo Based on Deterministic Transformations" available at http://arxiv.org/abs/1106.5850

This is our formal Reply to revised version (v2) of arXiv: nucl-th/0510004v2.

We prove several extensions of the Erdos-Fuchs theorem.

We deal with relatives of GCH which are provable. In particular we deal with rank version of the revised GCH. Our motivation was to find such results when only weak versions of the axiom of choice are assumed but some of the results gives…

An abstract theory of ultradifferentiable sheafs is developed. Moreover, various applications to the theory of linear partial differential equations, differential geometry and, in particular, CR geometry are discussed.

Further formulas are presented involving quantum mechanics, thermodynamics, and integrable systems. Modifications of dispersionless theory are developed.

This is a survey of the spectral theory of tensors.

In this note, the correction to the proof of one theorem in some our previous paper [arXiv:1302.0589] will be given.

Review paper. Chapter 6 in Janus Particles Synthesis, Self-Assembly, and Applications pages 108-137, Edited by Steve Granick and Shan Jiang (RCS Publishing 2012) http://www.rsc.org/Shop/books/2012/9781849734233.asp

I report on recent theoretical developments at Quark Matter 2006.

Rejoinder: Classifier Technology and the Illusion of Progress [math.ST/0606441]

Final version to appear in Archiv der Mathematik.

This is a reference volume on polyfold and Fredholm theory.

Invited contribution to Annalen der Physik (Expert Opinion).

Please goto the "Note Added" part of v6, quant-ph/0501143

The proof of the theorem concerning to the inverse cyclotomic Discrete Fourier Transform algorithm over finite field is provided.