This book covers brief areas of mathematics and computer science. Authors’ contribution includes in aspect of complex systems, matrix vector transition net, modeling, Petri nets, colored Petri nets, symbolic modeling, Bitwise operations, integer representation of sets, exponential latin square, Exponential Sudoku matrix, G¨odel encoding, Russell’s paradox, standard model, Henkin semantics, inaccessible cardinal, Fatou set, simple and multiple connected components, Dual reciprocity boundary elemental method, shape optimization, design sensitivity analysis, golden-section search algorithm, neutrosophic goal geometric programming algorithm, proof complexity, Binomial and multinomial modeling, periodic function, fixed point theorem, Banach contractive mapping theorem, periodic g-contractive mapping theorem, Shape optimization, design sensitivity, implicit differentiation, anisotropic structures etc. This book contains various materials suitable for students, researchers and academicians in the field of mathematical as well as computer science.
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A Matrix Vector Transition Net Implementation
Exponential Latin square, exponential Sudoku matrix and bitwise operations
There is No Standard Model of ZFC and ZFC 2
Examples of Simply and Multiply Connected Fatou Sets for a Class of Meromorphic Functions
On the Proof Complexities of Strongly Equal Non-classical Tautologies
Recursive Computation of Binomial and Multinomial Coefficients and Probabilities
A New Definition of Limit of Periodic Function and Periodic g-Contractive Mapping at Infinity
The Effect of Anisotropy on the Structure Optimization Using BEM-GSS and BEM-NGGP Algorithms
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