Determinantal representation of weighted Moore-Penrose inverse.
On q–Analogues of Caputo Derivative and Mittag–Leffler Function
Mathematics Subject Classification: 33D60, 33E12, 26A33 Based on the fractional q–integral with the parametric lower limit of integration, we consider the fractional q–derivative of Caputo type. Especially, its applications to q-exponential functions allow us to introduce q–analogues of the Mittag–Leffler function. Vice versa, those functions can be used for defining generalized operators in fractional q–calculus.
The Deformed Trigonometric Functions of two Variables
MSC 2010: 33B10, 33E20 Recently, various generalizations and deformations of the elementary functions were introduced. Since a lot of natural phenomena have both discrete and continual aspects, deformations which are able to express both of them are of particular interest. In this paper, we consider the trigonometry induced by one parameter deformation of the exponential function of two variables eh(x; y) = (1 + hx)y=h (h 2 R n f0g, x 2 C n f¡1=hg, y 2 R). In this manner, we define deformed...
On -iterative methods for solving equations and systems.
Integral transforms and summation of some Schlömilch series.
New Special Geodesic Mappings of Generalized Riemannian Spaces
Infinitesimal Deformations of Curvature Tensors at Non-symmetric Affine Connection Space
Mean Value Theorems in q-calculus
Intelligent Information Systems: A Contribution to the Next Generation National Heritage Infrastructure
On-Line Blind Separation of Non-Stationary Signals
A Brief History of Mathematical Logic at the University of Niš
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