Advances in Applied Mathematical Problems

by Tadashi Dohi (Editor), Mangey Ram (Editor)

In recent years, applied mathematics has been used in all novel disciplines of scientific development. Advances in Applied Mathematical Problems summarizes interdisciplinary work within the field of applied mathematics. The topics discussed in the book Similarity Solutions of Spherical Shock Waves in a Self-Gravitating Ideal Gas Dual Solutions for Finite Element Analysis of Unsteady Hydromagnetic Stagnation Point Flow of Water Nanofluid Generated by Stretching Sheet Multiparametric modeling of carbon cycle in temperate wetlands for regional climate change analysis using satellite data An Intelligent Neuro Fuzzy System for Pattern Classification Fuzzy inventory model with demand, deterioration and a comparative study through NGTFN and CNTFN Summability and its application for the stability of the system Design Of Manufacturing, Control, And Automation Systems SEIR - Application for Crop through Water and Soil Texture Advances in radial basis functions Modeling For Time Period Of Natural Frequency For Non-Homogeneous Square Plate With Variable Thickness And Temperature Effect A Study On Metric Fixed Point Theorems Satisfying Integral Type Contractions Objective Function – In Radiometric Studies –Application to Agrs Surveys Associated With Radon Modelling Kernel Function in Black body Radiation Inversion

250 pages, ebook

Published August 30, 2019