Notes on Anderson-Anderson-Johnson questions and Bouvier questions

Some harmonic analysis questions suggested by Anderson-Bernoulli models

The purpose of this paper is to prove some new variants on the harmonic analyst’s uncertainty principle, i.e. interplay between the support of a function and its Fourier transform, and to apply them to some questions in spectral theory. These results were suggested by work on the one dimensional Anderson model due to Campanino-Klein and others. The paper consists of two parts, sections 2-3 and ...

Notes on an Anderson-Taylor type inequality

Some Notes and Questions on Probabilistic Hypersurface

Here is some comments, questions, propositions about the probabilistic hypersurface presented at the INSTN. We start with some general considerations and questions of practical importance (section 3), to pursue by some (simple) suggestions of interesting studies, mainly for the parts C to F of the presentation (section 4). We finish with more conceptual questions, that are perhaps less importan...

Ela Notes on an Anderson-taylor Type Inequality

As a complement to Olkin's extension of Anderson-Taylor's trace inequality, the following inequality is proved:

Notes on Rvb-vanilla by Anderson Et Al

The claims made for the Resonating Valence Bond ideas for the Cuprates in a recent paper by Anderson et al. on the basis of a variational calculation are discussed.