Dennis Nemzer

Extending the Stieltjes transform II

The Stieltjes transform has recently been extended to a subspace of Boehmians. In this note, additional results are obtained which include an inversion formula plus Abelian type theorems.

S-asymptotic properties of Boehmians

The S-asymptotic behaviour for the space of Boehmians in d-dimensions is defined and studied. An application for elliptic partial differential equations is given.

Boehmians of Lp - growth

ABSTRACT Spaces of Boehmians having -growth () are constructed and studied. For , the Fourier transform is defined and properties are established. An inversion formula and an uncertainty principle are given for Boehmians.

FCAA related events and 100th anniversary of the birth of Jan Mikusiński (FCAA-Volume 16-4-2013)

The ICFDA’ 14 will be organized and hosted by the University of Catania, DIIEI (Dipartimento di Ingegneria, Elettrica, Elettronica e Informatica) in Catania, Italy. This conference is technically co-sponsored by IEEE (Institute of Electrical and Electronics Engineers), the world’s largest technical professional association. The event is already announced on the IEEE calendar, search for “ICFDA” or for June 2014, at: http://www.ieee.org/conferences events/conferences/organizers/conference organizer quick links.html#. The ICFDA’ 14 is a continuation, the 7th in the series of the previous FDA meetings: 2004 in France, 2006 in Portugal, 2008 Turkey, 2010 in Spain, 2012 in China, 2013 in France, see Previous Events at http://www.icfda14.dieei.unict.it/previous.html. As such, its topics will include all traditional FDA topics on fractional order systems and models, both in theoretical and application aspects. Now their list is extended to yet wider range, due to the growing research and development on fractional calculus in the areas of mathematics, physics and engineering, both from university and industry, that motivates this international event to gather, unify and enlarge the FDA community.