TY - BOOK
ID - 44729
TI - Advanced Mathematical Methods: Theory and Applications
AU - Mainardi, Francesco
AU - Giusti, Andrea
PB - MDPI - Multidisciplinary Digital Publishing Institute
PY - 2020
KW - ultraparabolic equation
KW - ultradiffusion process
KW - probabilistic representation
KW - mathematical finance
KW - linear elastostatics
KW - layer potentials
KW - fredholmian operators
KW - fractional differential equations
KW - fractional derivative
KW - Abel-type integral
KW - time delay
KW - distributed lag
KW - gamma distribution
KW - macroeconomics
KW - Keynesian model
KW - integral transforms
KW - Laplace integral transform
KW - transmutation operator
KW - generating operator
KW - integral equations
KW - differential equations
KW - operational calculus of Mikusinski type
KW - Mellin integral transform
KW - fractional derivative
KW - fractional integral
KW - Mittag–Leffler function
KW - Riemann–Liouville derivative
KW - Caputo derivative
KW - Grünwald–Letnikov derivative
KW - space-time fractional diffusion equation
KW - fractional Laplacian
KW - subordination principle
KW - Mittag-Leffler function
KW - Bessel function
KW - exterior calculus
KW - exterior algebra
KW - electromagnetism
KW - Maxwell equations
KW - differential forms
KW - tensor calculus
KW - Fourier Theory
KW - DFT in polar coordinates
KW - polar coordinates
KW - multidimensional DFT
KW - discrete Hankel Transform
KW - discrete Fourier Transform
KW - Orthogonality
KW - multispecies biofilm
KW - biosorption
KW - free boundary value problem
KW - heavy metals toxicity
KW - method of characteristics
KW - relativistic diffusion equation
KW - Caputo fractional derivatives of a function with respect to another function
KW - Bessel-Riesz motion
KW - Mittag–Leffler function
KW - matrix function
KW - Schur decomposition
KW - Laplace transform
KW - fractional calculus
KW - central limit theorem
KW - anomalous diffusion
KW - stable distribution
KW - fractional calculus
KW - power law
KW - n/a
SN - 9783039282463 9783039282470
AB - The many technical and computational problems that appear to be constantly emerging in various branches of physics and engineering beg for a more detailed understanding of the fundamental mathematics that serves as the cornerstone of our way of understanding natural phenomena. The purpose of this Special Issue was to establish a brief collection of carefully selected articles authored by promising young scientists and the world's leading experts in pure and applied mathematics, highlighting the state-of-the-art of the various research lines focusing on the study of analytical and numerical mathematical methods for pure and applied sciences.
ER -