Related papers: Was There a Beginning?
In this small note we ask several questions which are relevant to the construction of the self-consistent neutrino theory of light. The previous confusions in such attempts are explained in the more detailed publication.
A proposed solution to the Riemann Hypothesis
We are pleased to see that Jeckelmann has made many changes to the original version of his comment on our paper as a result of our response. Here is a copy of this powerful response that reveals problems in his previous results. However,…
Mathematical proofs are often said to justify their conclusions by indicating the existence of a corresponding formal derivation. We argue that this widespread view relies on an under-examined notion of correspondence, or what it means for…
The aim of this note is to show that Poincar\'e inequalities imply corresponding weighted versions in a quite general setting. Fractional Poincar\'e inequalities are considered, too. The proof is short and does not involve covering…
In this note, I try to accomplish two things. First, I fulfill Andrei Khrennikov's request that I comment on his "Vaxjo Interpretation of Quantum Mechanics," contrasting it with my own present view of the subject matter. Second, I try to…
The authors of the Comment ascribe us claims never made while moderating their own previous unsubstantiated statements.
This paper contains my recollection of the creation and development of the so-called BFKL approach and my ideas about the ways of its further development.
In this note we give a wellfoundedness proof of a computable notation system for first-order reflection.
Mathematical proofs should be paired with formal proofs, whenever feasible.
In the present note we prove a multiplicity result for a Kirchhoff type problem involving a critical term, giving a partial positive answer to a problem raised by Ricceri.
A simple proof of the celebrated theorem of Lee and Yang is attempted in this short note.
We reply to the criticism raised by Volovik in his Comment (cond-mat/9805159) and by Hirschfeld et al. in their Comment (cond-mat/9806085).
We consider arbitrarily long, but finite utility streams, and some appropriate axioms.
The main aim of this paper is to find the estimation for Vilenkin-Fourier coefficients.
In this paper we investigate some strong convergence theorems for partial sums with respect to Vilenkin system.
Comment on Article by Ferreira and Gamerman [arXiv:1509.03410].
Comment on Article by Ferreira and Gamerman [arXiv:1509.03410].
In this communication we refute a criticism concerning results of our work [3] that was presented in references [1] and [2].
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.