Related papers: An introduction to multiple gaps
This paper gives a short introduction into the metric theory of spaces with dilations.
An introduction and overview is given of the theory of spin glasses and its application.
We consider the notion of multiple gap as a finite set of ideals that cannot be separated. We study the different types of such objects that can be found in the Boolean algebra of subsets of the natural numbers modulo finite sets.
This is an introduction to some of the most probabilistic aspects of free probability theory.
Expanded lecture notes. Preliminary version, comments are welcome.
This article gives a brief survey of the theory and applications of anomalies.
This is an account of the theory of inverse semigroups, assuming only that the reader knows the basics of semigroup theory.
This brief note, written for non-specialists, aims at drawing an introductive overview of the multiverse issue.
The paper is an introduction to intuitionistic mathematics.
This article is a very short introduction to pcf theory for topologists.
A brief introduction to exterior differential systems for graduate students familiar with manifolds and differential forms. For complete files, see https://github.com/Ben-McKay/introduction-to-exterior-differential-systems
This paper is a short introduction to orthogonal polynomials, both the general theory and some special classes. It ends with some remarks about the usage of computer algebra for this theory.
This is a survey of Rational Homotopy Theory, intended for a Mathematical Physics readership.
An introduction and overview of constructive reverse mathematics.
This paper describes some of the ideas used in the development of our work on small gaps between primes.
This is a reference volume on polyfold and Fredholm theory.
The purpose of this informal article is to introduce the reader to some of the objects and methods of the theory of p-adic representations. My hope is that students and mathematicians who are new to the subject will find it useful as a…
We give an elementary introduction to the theory of supermembranes.
We determine the complete list of the gaps between successive elements of the multiplication table of the first N integers.
We present some plausible definitions for the tangent grupoid of a manifold M, as well as some of the known applications of the structure. This is a kind of introductory note.