G. A. Grigorian
The Riccati equation method is used to obtain a generalization of the Gronvall-Bellman lemma the obtained result is used to generalize a result of Lyapunov.
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G. A. Grigorian
The Riccati equation method is used to obtain a generalization of the Gronvall-Bellman lemma the obtained result is used to generalize a result of Lyapunov.
Steven Rosenberg
In this note, we compute the reproducing kernel for the RKHS of functions on $\mathbb{R}^n$ in a sufficiently high Sobolev norm.
Bogdan Gavrea
This work is a continuation of what was done in a previous paper and strongly connected to the recent work of U. Abel and I. Rasa [arXiv:1707.00127]
Pablo Rocha
We study the Hp-Lq boundedness of certain integral operators of fractional type.
Wenjing Zhang, Lindi M. Wahl, Pei Yu
F. Mendivil
Terence T. Sio, Pamela J. Atherton, Brandon J. Birckhead et al.
Roman Veprintsev
We obtain Paley-type and Hausdorff-Young-Paley-type inequalities for Jacobi expansions.
Olga Vasilyeva, Frithjof Lutscher, Mark Lewis
G. Montagnoli, A. M. Stefanini, C. L. Jiang et al.
Joonhyung Kim
In this paper, we find a new recurrence formula fo the Euler zeta functions.
Merve Avci Ardic
Some inequalities for different types of convexity are established.
V. E. Oberacker, A. S. Umar, J. A. Maruhn et al.
Stephen Semmes
Here we look at some related constructions of solenoids, and mappings associated to them.
T. A. Belote, A. Sperduto, W. W. Buechner
Jozsef Sandor
We obtain simple proofs of certain inequalites for bivariate means.
Stephen Semmes
These informal notes deal with p-adic versions of Heisenberg groups and related matters.
Sandra Pott, Paco Villarroya
We prove a new T(1) theorem for multiparameter singular integrals
Susanna Dann
In this paper we will give a proof of a certain summation formula for Gamma functions utilizing Gegenbauer polynomials.
J. J. Schwartz, W. Parker Alford
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