… Applying the proper transformations may be used to let Jacobi polynomials suitable in the
numerical solution of differential equations on semi-infinite domains. One typical method for …

… in the numerical solution of differential equations in science and engineering. We refer the
reader to the survey [2] for uses and successes of DNN based numerical … some operations on …

… The operational matrices of integration are extracted from the Taylor wavelets. The Taylor
wavelet method (TWM) is developed using these operational integration matrices. According …

… In this chapter, the projective synchronization of uncertain fractional-order reaction-diffusion
systems is studied for the first time via the fractional adaptive sliding mode control method. …

… Hence, we consider pixel shuffle operation as a preferable upsampling strategy in the … the
numerical solution of the Burgers’ equations for 1000 time steps within the duration of [ 0 , 2 ] . …

… Using this analysis, we propose a family of novel architectures that can effectively mitigate
spectral bias and enable the solution of problems for which current PINN approaches fail. …

… of 2D field-effect transistors for use in future VLSI technologies. We consider the key performance
indicators for aggressively scaled 2D … during high-current operation. Several measures …

… method to obtain numerical solutions of Caputo–Hadamard fractional partial differential
equations. For … Legendre polynomials to establish a procedure based on operational matrices of …

… of MXenes, but only about a small number have been prepared and used for capacitive
energy storage applications (supercapacitors) so far, with Ti 3 C 2 T x being the most studied one…

… method Variational System Identification (VSI) is introduced to identify reaction-diffusion
systems and uses … WSINDy is a method for discovering PDEs without the use of any pointwise …