Related papers: A variation of Gronwall's lemma

We state and prove a Lemma in 1 variable Calculus, that justifies some arguments previously used to ilustrate non-uniqueness of some generalized physical quantities.

We introduce a new criterion which if satisfied implies the Riemann hypothesis.

We prove inversion of adjunction on log canonicity.

We will present a new proof of the Gromoll-Grove diameter rigidity theorem.

We prove Union-Closed sets conjecture.

We give a proof of the Marker-Steinhorn Theorem which fills a gap in previous proofs of the result.

We prove an extension of the Thue-Vinogradov Lemma and show some applications. This paper is another example for the application of the polynomial method.

In this paper we propose and solve a generalization of the Bernoulli Differential Equation, by means of a generalized fractional derivative. First we prove a generalization of Gronwall's inequality, which is useful for studying the…

The aim of this paper is to give a proof of improving of Zalcman's lemma.

We obtain a recursive formula for the Gotzmann threshold of a power of a variable. Consequently, we give an affirmative answer to a conjecture of Bonanzinga and Eliahou.

New version, including a variant of Quillen's proof of the Solomon-Tits theorem.

We prove Simon's conjecture for 3-manifolds.

We give a proof of a result of Bonet, Engli\v{s} and Taskinen filling in several details and correcting some flaws.

One of the variants to proof the generalized Ito-Wentzell's formula is introduced and examined in this paper. The relationship between different representations of the generalized Ito-Wentzell's formula/ is considered.

Arguably the simplest variation of this style of proof as we avoid reducing to the cubic case entirely.

We prove new results, related to the Littlewood and Mixed Littlewood conjectures in Diophantine approximation.

We give a new proof of Lucas' Theorem in elementary number theory.

We present a variation of Hurkens paradox, which can itself be seen as a variation of Reynolds result that there is no set theoretic model of polymorphism.

We prove several congruences for trinomial coefficients.

We prove that the construction of our previous paper math.QA/0103190 yields an invariant of tangle cobordisms.