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The capabilities of Summation-by- Parts Operators for Non-linear Stability of Semi- discrete Schemes
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We provide an overview of the SBP technique and its applications for mimicking nonlinearl
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Decision stump algorithms are one of the simplest classifiers.
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Let R be a Galois ring GR(pⁿ, r) of characteristic pn and of order p
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We focus on parameter calibration of a variable-diffusivity space-fractional diffusion mo
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Fourier transform is a strong tool for analyzing stationary functions.
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In this paper, a spectral method based on conformal mappings is proposed to solve Steklov
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The aim of this work is to present new results on the study of macroscopic behaviour 
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The discrete gradient method is one of the most prevalent approaches for deriving structu
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Exact solutions of the relativistic hyperbolic heat equation on a at Friedman space time
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The problem of the onset of Marangoni bio-thermal convection is investigated for a horizo
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A complete description of time remained an unsolved problem for many decades.
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In this paper, magnetic induction viscous incompressible ow of nanofluid containing carbo
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In this paper, we are predicting and forecasting the COVID-19 outbreak in Saudi Arabia ba
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In this talk, I will present some of my recent results on the use of nonsmooth analysis a
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The common tool for dealing with dependence in statistics, is linear dependence described
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This paper introduces a new, stochastic mathematical model for the crystallization of emu
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A non-stationary Gaussian random field model is developed based on a combination of the S
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President Chan assumed his role as the third president of KAUST as of September 1, 2018.
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Since the outbreak of COVID-19, there have been concerted efforts to monitor, predi
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In this presentation we discuss some issues about fractional partial differential equatio
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This work deals with the well posedness (existence, uniqueness and continuous dependence
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The stabilization of linear and nonlinear wave equations by means of internal or boundary
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We present double enriched finite volume spaces for the simulation of free particles in a
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The Prandtl was introduced to describe the ow of a slightly viscous uid close to the boun