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Wavelet analysis has been extended to the p-adic line Q p. The p-adic wavelets are complex
valued functions with compact support. As in the case of real wavelets, the construction of …

4.2. The test function spaces and their duals 4.3. The non-Archimedean Gaussian
distributions and the Hilbert spaces 4.4. Iwasawa isomorphism and unboundedness, and …

In this paper, the main aim is to prove the weak type L log L estimates for commutators of
fractional integral operators and the higher order in the context of the p-adic version of …

This article presents a discussion on p-adic multiframe by means of its wavelet structure,
called as multiframelet, which is build upon p-adic wavelet construction. Various properties …

Some p-adic differential equations Page 107 Some p-adic differential equations Maurice de
GOSSON University of Karlskrona-Ronneby, 371 79 Karlskrona, Sweden Branko DRAGOVICH …

We study a fractional differentiation operator for functions on the conjugate space to an
infinite extension of a local field of zero characteristic which is a union of an increasing …

In this paper, we construct-and-consider free (weighted-) Poisson elements in a topological
noncommutative free*∗-probability space generated by countable-infinitely many mutually …

Los marcos en espacios de Hilbert son una herramienta fundamental en el análisis de
señales y en la teoría de la representación. Introducidos originalmente por Duffin y …

The Vladimirov Heat Kernel in the Program of Jorgenson-Lang Page 1 UUDM Project Report
2018:25 Examensarbete i matematik, 30 hp Handledare: Anders Karlsson Examinator: Denis …