Related papers: Comments on a note by M. Waldschmidt
These informal notes are concerned with sums and averages in various situations in analysis.
This note gives a new construction of Takayasu's cofibrations.
In this note, the correction to the proof of one theorem in some our previous paper [arXiv:1302.0589] will be given.
The aim of this note is to point out some inaccuracies in our paper \cite{HD} and to fix them. Some new notions are introduced and properties of them are investigated.
We give a proof of a result of Bonet, Engli\v{s} and Taskinen filling in several details and correcting some flaws.
Lecture notes written for a one-semester course in mathematical relativity aimed at mathematics and physics students. Not meant as an introduction to general relativity, but rather as a complementary, more advanced text.
This note is my comment on Glenn Shafer's discussion paper "Testing by betting", together with two online appendices comparing p-values and betting scores.
This note is about variations on a theorem of Bers about short pants decompositions of surfaces. It contains a version for surfaces with boundary but also a slight improvement on the best known bound for closed surfaces.
We answer a question of Zadrozny.
We make comments on Gaidarzhy {\it et al.}'s [{\it Phys. Rev. Lett.} 94, 030402 (2005)] letter.
This note contains additions to the paper 'Clustered cell decomposition in P-minimal structures' (arXiv:1612.02683). We discuss a question which was raised in that paper, on the order of clustered cells. We also consider a notion of cells…
In this Note, we provide the comments on the paper [A note on the hit problem for the polynomial algebra in the case of odd primes and its application] which was published in the RACSAM [Rev. Real. Acad. Cienc. Exactas. Fis. Nat. Ser.…
Reply to Bernevig, Giuliano, and Laughlin: cond-mat/0410147
An technically interesting proof of a known theorem.
This note presents several conditions to characterize real matrix similarity between a Hurwitz matrix (and then more generally, a real square matrix) and a diagonal dominant matrix.
I expound here in a more detailed way a proof of an important Serini's theorem, which I have already sketched in a previous Note. Two related questions are briefly discussed.
Notes for the author's MSRI lecture in January 2014.
In this note, we show that a part of [5, Remark 2.2] is not correct. Some conditions are given under which the same holds.
In this note, we correct an oversight from the paper mentioned in the title.
It is a study note detailing the connection between Boolean inverse monoids and ample groupoids.