Titlebook: Recent Advances in Applications of Computational and Fuzzy Mathematics; Snehashish Chakraverty,Sanjeewa Perera Book 2018 Springer Nature S

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,Modeling Radon Diffusion Equation by Using Fuzzy Polynomials in Galerkin’s Method, Different degrees of fuzzy polynomials are considered for the simulation. As such step-by-step procedure of the method has also been demonstrated. Obtained results are compared with their exact solutions (wherever possible) in order to demonstrate the validity and applicability of the method.

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Modeling Dispersal Risk of Invasive Alien Plant Species,zzy AHP technique. The models are validated using known invasive and noninvasive species and the results are compared within each model. Also we perform sensitivity analysis to obtain the impacts about the contribution of the risk factors toward invasiveness of species.

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ms.Presents step-by-step procedures to handle uncertainty (f.This book addresses the basics of interval/fuzzy set theory, artificial neural networks (ANN) and computational methods. It presents step-by-step modeling for application problems along with simulation and numerical solutions. .In general,

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Fuzzy Matrix Contractor Based Approach for Localization of Robots,er a planar surface, each robot is linked with other robots using constraints that may be considered in term of matrix equations. As such, this chapter deals with the localization of group of robots using angle and distance constraints associated with fuzzy matrix contractors. Matrix contractors bas

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,Modeling Radon Diffusion Equation by Using Fuzzy Polynomials in Galerkin’s Method,al grains. Radon transport in soil pore is usually governed by the physical processes, namely diffusion. Solving the corresponding differential equation with uncertain (fuzzy) parameter is challenging. Accordingly, in this chapter a new technique based on fuzzy polynomials in Galerkin’s method has b

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Solving Fuzzy Static Structural Problems Using Symmetric Group Method,ntial equation as exact or crisp. However, in actual practice these parameters may not be crisp but maybe with some uncertainty, viz. in term of fuzzy. As such our goal is here to solve the static problems that are encountered in civil, mechanical, and aerospace structures with fuzzy parameters whic

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