Related papers: On the WALA conjecture, Alberti representations an…
We prove the Aharoni Berger Conjecture
The article presents the proof of Casas-Alvero conjecture.
In this note we show that any proof of Wallis's formula or of the probability integral formula proves both assertions.
We will prove the Brannan conjecture for particular values of the parameter. The basic tool of the study is an integral representation published in a recent work [3].
The article provides a counterexample to a conjecture by Blocki-Zwonek.
We show that it is consistent that the Borel Conjecture and the dual Borel Conjecture hold simultaneously.
In this paper the circulant Hadamard conjecture is proved.
This paper presents a proof of Gallai's Theorem, adapted from A. Soifer's presentation in The Mathematical Coloring Book of E. Witt's 1952 proof of Gallai's Theorem.
In this paper, we prove a conjecture of Schnell in the surface case.
A new representation of Dirac's delta-distribution, based on the so-called q-exponentials, has been recently conjectured. We prove here that this conjecture is indeed valid.
In this article, we prove a weighted version of Saitoh's conjecture. As an application, we prove a weighted version of Saitoh's conjecture for higher derivatives.
This is a summary of the proof of BAB conjecture. All material are taken from the two BAB paper in the reference. The aim of this summary is to help reader to understand the more technical side of the proof of BAB.
This note gives an informal overview of the proof in our paper "Borel Conjecture and Dual Borel Conjecture", see arXiv:1105.0823.
We solve two conjectures of Ceken-Palmieri-Wang-Zhang concerning discriminants and give some applications.
In this paper we present theorems and applications of Wallis theorem related to trigonometric integrals.
We establish the exact overlaps conjecture for iterated functions systems on the real line with algebraic contractions and arbitrary translations.
We settle in the affirmative the Graham-Sloane conjecture.
We prove a recent conjecture by Ulas on reducible polynomial substitutions.
We prove Union-Closed sets conjecture.
We show that Wahl's conjecture holds in all characteristics for a minuscule G/P.