Related papers: Potpourri, 8

These notes, associated with a topics course, deal with some special cases involving norms and linear transformations.

These notes, associated with a topics course, are concerned with some general methods related to norms and linear transformations.

These notes are connected to a "potpourri" topics class and deal with some special cases of norms of various objects which arise in classical analysis.

These notes deal with some topics related to limits of norms, functions on the unit circle, and so on.

These notes, connected to a "potpourri" topics course currently underway, are concerned with some interrelated themes of polynomials, functions on the unit circle or interval, and norms.

These notes are connected to a "potpourri" topics class and deal with some basic issues involving norms and convexity.

These notes, connected to a "potpourri" topics class currently underway, discuss some basic topics in analysis and connections with other areas of mathematics.

These notes, associated with a topics course, are concerned with Hausdorff measures and Lipschitz functions on metric spaces.

These notes, associated with a topics course, are largely concerned with Hausdorff measures and a class of metric spaces which behave like Cantor sets.

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

These informal notes deal with a number of questions related to sums and integrals in analysis.

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

In this lecture notes we try to familiarize the audience with the theory of Bernoulli polynomials; we study their properties, and we give, with proofs and references, some of the most relevant results related to them. Several applications…

In this short note we introduce a new metric on certain finite groups. It leads to a class of groups for which the element orders satisfy an interesting inequality. This extends the class CP_2 studied in our previous paper [16].

Here I share a few notes I used in various course lectures, talks, etc. Some may be just calculations that in the textbooks are more complicated, scattered, or less specific; others may be simple observations I found useful or curious.

These notes deal with a few properties of convolutions in the role of approximations to the identity.

This is a survey of old and new problems and results in additive number theory.

The notes contain a streamlined account on stability of univariate polynomials and related problems

These lecture notes explain the construction and basic properties of the wonderful compactification of a complex semisimple group of adjoint type. An appendix discusses the more general case of a semisimple symmetric space.

These notes deal with algebras equipped with an involution and related matters.