Related papers: A survey of J-spaces

These are notes on adic spaces. They are made available upon some requests in order to make quoting them easier.

The present note sketches a theory of constructs.

The purpose of this note is twofold. First, we survey results on the construction of large class groups of number fields by specialization of finite covers of curves. Then we give examples of applications of these techniques.

This is a brief and gentle introduction, aimed at graduate students, to the subject of model subspaces of the Hardy space.

A survey of tilings in the plane for a general audience.

This note presents an interesting counterexample to a basic covering problem.

This note presents an application of the quasi-conform transformation in surveying.

These informal notes deal with some basic properties of metric spaces, especially concerning lengths of curves.

This is a survey article on distance-squared mappings and related topics.

I present a brief survey of surveys, and their results and implications, intended to set the context for the ensuing discussion.

These informal notes deal with some topics related to analysis on metric spaces.

This is a self-published methodological note distributed under the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted use, distribution, and reproduction in any medium, provided…

These are some informal notes concerning topological vector spaces, with a brief overview of background material and basic notions, and emphasis on examples related to classical analysis.

These informal notes are concerned with sums and averages in various situations in analysis.

This note is the follow up to a paper by M. Waldschmidt.

This is a note constructing a certain weight 4 automorphic form on the moduli space of cubic surfaces, posted here because it is referred to in math.AG/0002066

This paper is concerned with analysis on metric spaces in a variety of settings and with several kinds of structure.

These informal notes are concerned with spaces of functions in various situations, including continuous functions on topological spaces, holomorphic functions of one or more complex variables, and so on.

These notes are an exposition and synthesis of various "jet space" constructions in complex analytic geometry. They are written primarily for model-theorists interested in the results of Campana and Fujiki (whose model-theoretic…

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