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This paper investigates how the design discipline face problems related to the digitization of artistic heritage and its dissemination, and describes the research and the

Motivated by the study of certain non linear free-boundary value problems for hyperbolic systems of partial differential equations arising in Magneto-Hydrodynamics, in this paper

Abstract: In this paper, the block pulse functions (BPFs) and their operational matrices of integration and dif- ferentiation are used to solve nonlinear singular initial value

In summary, the paper introduces several concepts related to multimodal scene analysis, faces the involved problems and shows the potentialities and possible future directions of

This paper revisits some very classical initial-boundary value problems for parabolic equations, providing simple examples in which the occurrence of flux disconti- nuities at

(AA.VV enterprise information management); the other main goal is to resolve the various problems related to data; and finally to elevate the value of data asset. Most of

By consistently keeping this perspective, we prove in this paper some results on C ∞ hypoellipticity, the maximum modulus principle, and undertake the study of boundary value

In this paper we prove stability estimates for solutions and eigenfunctions of second- order uniformly elliptic Dirichlet boundary value problems subject to domain perturba- tion: