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B01=Firdous Shah
B01=Geeta Arora
B01=Hari M Srivastava
Category1=Non-Fiction
Category=MBF
Category=UFL
COP=United States
Delivery_Pre-order
Language_English
PA=Not yet available
Price_€100 and above
PS=Forthcoming
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Advances in Computational Methods and Modeling for Science and Engineering

English

Advances in Computational Methods and Modelling in Science and Engineering explores the application of computational techniques and modeling approaches in science and engineering, providing practical knowledge and skills for tackling complex problems using numerical simulations and data analysis. This book addresses the need for a cohesive and up-to-date resource in the rapidly evolving field of computational methods. It consolidates diverse topics, serving as a one-stop guide for individuals seeking a comprehensive understanding of the subject matter. Sections focus on mathematical techniques that provide global solutions for models arising in engineering and scientific research applications by considering their long-term benefits. The mathematical treatment of these models is very helpful in understanding these models and their real-world applications. The methods and modeling techniques presented are useful for mathematicians, engineers, scientists, and researchers working on the mathematical treatment of models in a wide range of applications, including disciplines such as engineering, physics, chemistry, computer science, and applied mathematics. See more
Current price €151.04
Original price €158.99
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Age Group_Uncategorizedautomatic-updateB01=Firdous ShahB01=Geeta AroraB01=Hari M SrivastavaCategory1=Non-FictionCategory=MBFCategory=UFLCOP=United StatesDelivery_Pre-orderLanguage_EnglishPA=Not yet availablePrice_€100 and abovePS=Forthcomingsoftlaunch

Will deliver when available. Publication date 01 Feb 2025

Product Details
  • Dimensions: 216 x 276mm
  • Publication Date: 01 Feb 2025
  • Publisher: Elsevier Science & Technology
  • Publication City/Country: United States
  • Language: English
  • ISBN13: 9780443300127

About

Dr. Hari M. Srivastava is Professor Emeritus in the Department of Mathematics and Statistics at the University of Victoria British Columbia Canada. He earned his Ph.D. degree in 1965 while he was a full-time member of the teaching faculty at the Jai Narain Vyas University of Jodhpur India. Dr. Srivastava has held (and continues to hold) numerous Visiting Honorary and Chair Professorships at many universities and research institutes in dierent parts of the world. Having received several D.Sc. (honoris causa) degrees as well as honorary memberships and fellowships of many scientic academies and scientic societies around the world he is also actively associated editorially with numerous international scientic research journals as an Honorary or Advisory Editor or as an Editorial Board Member. He has also edited many Special Issues of scientic research journals as the Lead or Joint Guest Editor including the MDPI journal Axioms Mathematics and Symmetry the Elsevier journals Journal of Computational and Applied Mathematics Applied Mathematics and Computation Chaos Solitons & Fractals Alexandria Engineering Journal and Journal of King Saud University Science the Wiley journal Mathematical Methods in the Applied Sciences the Springer journals Advances in Dierence Equations Journal of Inequalities and Applications Fixed Point Theory and Applications and Boundary Value Problems the American Institute of Physics journal Chaos: An Interdisciplinary Journal of Nonlinear Science and the American Institute of Mathematical Sciences journal AIMS Mathematics among many others. Dr. Srivastava has been a Clarivate Analytics (Web of Science) Highly-Cited Researcher since 2015. Dr. Srivastavas research interests include several areas of Pure and Applied Mathematical Sciences such as Real and Complex Analysis Fractional Calculus and Its Applications Integral Equations and Transforms Higher Transcendental Functions and Their Applications q-Series and q-Polynomials Analytic Number Theory Analytic and Geometric Inequalities Probability and Statistics and Inventory Modeling and Optimization. He has published 36 books monographs and edited volumes 36 book (and encyclopedia) chapters 48 papers in international conference proceedings and more than 1450 peer-reviewed international scientic research journal articles as well as Forewords and Prefaces to many books and journals. Dr. Geeta Arora is currently a Professor at the Department of Mathematics Lovely Professional University Punjab India. She earned her Ph.D. degree from IIT Roorkee India in 2011. Her research interests include Numerical Analysis Partial Differential Equations and Wavelets. She has over eleven years of teaching experience and published around 50 research papers in both international and national Journals. She has authored 10 book chapters in national and international publications. Dr. Arora is the author of a two introductory mathematics books Quick Calculations in Mathematics and Essential Statistics. Her area of applied research is the development of numerical methods and statistics. Dr. Firdous A. Shah earned his post-graduate degree in pure mathematics from the University of Kashmir and a PhD in applied mathematics from the Central University Jamia Millia Islamia New Delhi India. He is an associate professor of mathematics at the University of Kashmir South Campus India. His research interests include the theory of wavelets time-frequency analysis abstract harmonic analysis sampling theory and applications of wavelets to signal processing and mathematical biology. He is the author/co-author of over 200 journal articles and has co-authored two books with Prof. Lokenath Debnath (University of Texas) on wavelet transforms and their applications published by Birkhauser Springer. Recently he has authored another book entitled Wavelet Transforms: Kith and Kin published by CRC Press. He has received numerous research grants from NBHM and SERB-DST Govt. of India. He serves as an editorial board member of several reputed journals and is a lifetime member of several academic societies.

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