Laplace transform using the Henstock Kurzweil integral

«espirituales».. Tiene ex- periencia profesional de los logros producidos en poco tiempo y su confianza en la Ley de los Rendimiento Acelerados le induce a suponer que los

A solvability theorem for a class of quasi- convex mappings with applications to optimization. A note on separability

In addition, modal analysis can be combined with integral equation formulations, if the spectral representation of the Green’s functions inside a parallel plate waveguide is used

Because of the textured appearance of the hull’s surface under inspection (see Figures 1(c) and 1(d)), we have used the wavelet transform, and the developed computer vision

In practice, the most used techniques to derive analytic expansions are based on local approximations that are either convergent (Taylor series) or divergent (asymptotic ex-

It is proved that every compact operator from a DF- space, closed subspace of another DF-space, into the space C(K) of continuous functions on a compact Hausdorff space K can

Further if either domain or range is a functionally regular space ([1], [2]) then all the three classes of (i) F -supercontinuous func- tions (ii) R-supercontinuous functions, and

Using compactness properties of bounded subsets of spaces of vector measure integrable functions and a representation the- orem for q-convex Banach lattices, we prove a