About the Book:
Combinatorial and Computational Mathematics serves as an introduction to the current state of knowledge in various areas like Formal Languages, Applications of Fuzzy Set Theory, Combinatorial Problems, Fluid Mechanics etc. These articles on Multi - Objective programming, Neural Networks, Computational Methods in Fluid Mechanics, and Formal Languages provide applications of well known areas like Computational Fluid Mechanics, Discrete Mathematics, and Operations Research.
Table of Contents:
Preface / Effect of Stress Jump Condition - Viscous Flow Inside a Porous Spherical Shell/ Theoretical Analysis of Thermal Deflection of a Thin Clamped Circular Plate / Computation of Some Stochastic Linear Programming Problems / Local Image Reconstruction from Localized Projections via Multiresolution Approach / On the Quasi-Static Thermal Stresses in an Annular Disc / Fuzzy Control Method to Find a Precise Temperature Set Point for Distillation of Crude Oil in an Oil Refinery / Simultaneous Radiation - Mixed Convection Heat Transfer from a Vertical wall in a Porous Medium / Internal Contexual Grammars Versus Natural Languages / DFA for Multiples of a Number / Application of Neural Network for Solving Fuzzy Multi-Objective Non-linear Programming Problems / Approximate Reasoning with OWA Operator in an Evaluation Scheme / An Application of Intuitionistic Fuzzy Bag in Multicretiria Decision - Making / An Inventory Model of Time - Dependent Deteriation with Linear Demand without Shortage / An Intelligent Technique for Knowledge Management / Multi-Objective Production Planning Model with Probabilistic Constraints / Point Set Domination and Strong Point Set Domination Number of Graphs / Special vertices in Strong Domination / Differentiability of Boehminas Using Point Values / On Distance Hereditary Graphs and Their Generalizations / Lattice Boltzmann Method for Complex Geometries / Control of the Grinding Circuit in Cement Industry Using Fuzzy Expert Systems / Restrained Domination Subdivision Number in Graphs/ On Multiple Connectedness of Regions Visible Due to Multiple Diffuse Reflections
Students and Researchers
|Title:||Combinatorial and Computational Mathematics||Publisher:||Narosa|
|Author:||S Nanda, G P Rajasekhar|
|No. of Pages:||280|
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