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Integral Transformation, Operational Calculus and Their Applications
Abstract
The importance and usefulness of subjects and topics involving integral transformations and operational calculus are becoming widely recognized, not only in the mathematical sciences but also in the physical, biological, engineering and statistical sciences. This book contains invited reviews and expository and original research articles dealing with and presenting state-of-the-art accounts of the recent advances in these important and potentially useful subjects- approximation operators
- differences of operators
- Szász–Mirakyan–Baskakov operators
- Durrmeyer type operators
- Bernstein polynomials
- modulus of continuity
- starlike functions
- subordination
- q-Differential operator
- k-Fibonacci numbers
- Lorentz invariant complex measures
- Minkowski space
- spectral decomposition
- measure convolution
- measure product
- Feynman propagator
- q-difference operator
- Janowski function
- meromorphic multivalent function
- distortion theorem
- partial sum
- closure theorem
- analytic functions
- multivalent (or p-valent) functions
- differential subordination
- q-derivative (or q-difference) operator
- Dunkel type integral inequality
- Schur-convexity
- majorization theory
- arithmetic mean-geometric mean (AM-GM) inequality
- Lerch function
- quadruple integral
- contour integral
- logarithmic function
- preinvex fuzzy mappings
- strongly preinvex fuzzy mappings
- strongly invex fuzzy mappings
- strongly fuzzy monotonicity
- strongly fuzzy mixed variational-like inequalities
- Fourier integral theorem
- double integral
- exponential function
- Catalan’s constant
- Aprey’s constant
- non-separable linear canonical wavelet
- symplectic matrix
- non-separable linear canonical transform
- uncertainty principle
- Fox–Wright function
- generalized hypergeometric function
- Mittag–Leffler function
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Last time updated on 10/12/2022
This paper was published in Directory of Open Access Books (DOAB).
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