Related papers: Reminiscences
This is an attempt to illustrate the glorious history of logical foundations and to discuss the uncertain future.
We obtain simple proofs of certain inequalites for bivariate means.
Prime numbers or primes are man's eternal treasures that have been cherished for several millennia, until today. As their academic ancestors in ancient Mesopotamia, many mathematicians are still trying hard to see primes better. I shall…
To travel into the past, to observe it, perhaps to influence it and correct mistakes of one's youth, has been an abiding fantasy of mankind for as long as we have been aware of a past. Here are described some recent scientific…
A compendium for outsiders.
Recently delivered lectures on Self-Referential Mathematics, [2], at the Department of Mathematics and Applied Mathematics, University of Pretoria, are briefly presented. Comments follow on the subject, as well as on Inconsistent…
Personal recollections about Alexandre Grothendieck and early days of his theory of motives
This is a brief account of the life and work of G\"oran Lindblad.
This note presents an interesting counterexample to a basic covering problem.
Short survey to be published at the Encyclopedia of Mathematical Physics.
We expand upon some topics reviewed and sketched in a book to appear with more details, embellishments, and some new material of a speculative nature.
Results are well-known
Lecture notes for an introductory course in elementary particles.
A survey of reinforced random walk, with emphasis on the linear case.
This paper discusses the formulations of the past in quantum mechanics.
I state some open problems coming from joint work with Paul Erd\H{o}s
We introduce a world vision in which data is endowed with memory. In this data-centric systems paradigm, data items can be enabled to retain all or some of their previous values. We call this ability "remembrance" and posit that it empowers…
Alternative approaches to Lebesgue integration are considered.
A simple proof of the higher Capelli identities is given.
We built some congruences on semigroups, from where a decomposition of quasi-separative semigroups was obtained.