Computational Methods and Applications for Numerical Analysis

<p>The present book contains the 20 articles accepted and published in the Special Issue Computational Methods and Applications for Numerical Analysis of the MDPI Mathematics journal which surround the theory algorithms programming software numerical simulation and/or novel applications of computational methods to solve problems in engineering science and other disciplines related to computations. These topics include finite element methods finite difference methods meshless/meshfree methods physics-informed neural networks interpolation approximation optimization numerical methods for ordinary/partial differential equations etc. Their applications include crack propagation acoustic analysis elastodynamic analysis free vibration analysis structure and topology optimization fractional equations eigenvalue problems inverse problems etc.</p><p>Numerical analysis is an increasingly important link between pure mathematics and its application in science and technology. It is hoped that the book will be interesting and useful for those working in the area of numerical analysis as well as for those with a proper mathematical background and willing to become familiar with novel applications of computational techniques which have rapidly developed nowadays.</p>