Related papers: Comments on Arithmetic Teichmuller Spaces

We develop a theory of log adic spaces by combining the theories of adic spaces and log schemes, and study the Kummer \'etale and pro-Kummer \'etale topology for such spaces. We also establish the primitive comparison theorem in this…

The note complements topological aspects of the theory of chiral algebras.

Some notes and observations on analytic functions defined on an annulus

We define the notion of subspace of an arithmetic universe by using its internal dependent type theory.

We define the notion of subspace of an arithmetic universe by using its internal dependent type theory.

This is a reply to Professor Yehia Comments in arXiv:1305.0026

We describe some results on moduli space of logarithmic connections equipped with framings on a $n$-pointed compact Riemann surface.

These are the notes from my courses on the arithmetic of quadratic forms.

We prove many new results about interacting Fock spaces. We pose many open problems; for most of them we prove that their solutions have no choice but being nontrivial. We ask the kind reader to consult the extended abstract in the paper.

We investigate the space of simplices in Euclidean Space

A new construction of naturally reductive spaces is presented. This construction gives a large amount of new families of naturally reductive spaces. First the infinitesimal models of the new naturally reductive spaces are constructed. A…

Following ideas from a preprint of the second author, see [2], we investigate relations of dynamical Teichmuller spaces with dynamical objects. We also establish some connections with the theory of deformations of inverse limits and…

We respond to the criticism raised in the paper arXiv:1704.07831.

In this paper, we propose a new approach to Cwikel estimates both for the Euclidean space and for the noncommutative Euclidean space.

Comment on "Citation Statistics" [arXiv:0910.3529]

Comment on "Citation Statistics" [arXiv:0910.3529]

Comment on the paper "An analytic functional form for characterization and generation of axisymmetric plasma boundaries", PPCF 55 (2013) 095009 by T. C. Luce.

A generalization of metric space is presented which is shown to admit a theory strongly related to that of ordinary metric spaces. To avoid the topological effects related to dropping any of the axioms of metric space, first a new, and…

The possible spatial transformation properties of tetrons are discussed.

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