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Titlebook: Computational Science and Its Applications - ICCSA 2014; 14th International C Beniamino Murgante,Sanjay Misra,Osvaldo Gervasi Conference pr

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Matrix Approach to Frobenius-Euler Polynomialsch to these polynomials by treating them as Appell polynomials. This allows to apply an elementary matrix representation based on a nilpotent creation matrix for proving some of the main properties of Frobenius-Euler polynomials in a straightforward way.
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An Orthogonal Set of Weighted Quaternionic Zernike Spherical Functionsrefinement of the QZSPs to functions vanishing over the unit sphere leads to the computation of the weighted quaternionic Zernike spherical functions (WQZSFs). In particular, the underlying functions are of three real variables and take on values in the quaternions (identified with ℝ.). Also, in thi
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Inflation Rate Dynamics Convergence within the Eurontries that first joined the Euro. We use a dissimilarity measure derived in the time-frequency space to estimate the degree of inflation synchronization among these countries. With this measure, we fill a dissimilarity matrix which, with multidimensional scaling, is then used to plot the different
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An Additive Decomposition of Harmonic Functions in ,l equations. One of the most fundamental results is the decomposition of a harmonic function into a sum of a holomorphic and an anti-holomorphic function. This decomposition can be generalized to the case of quaternion valued harmonic function, where the summands are then monogenic and anti-monogeni
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Monogenic Polynomials of Four Variables with Binomial Expansionety of new tools for a deeper understanding about its true elementary roots in the Function Theory of one Complex Variable. Therefore the study of the space of monogenic (Clifford holomorphic) functions by its stratification via homogeneous monogenic polynomials is a useful tool. In this paper we co
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