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| | | | Free Calculus: A Liberation from Concepts and ProofsConventional calculus is too hard and too complex. Students are forced to learn too many theorems and proofs. In Free Calculus, the author suggests a direct approach to the two fundamental concepts of calculus -- differentiation and integration -- using two inequalities. Regular calculus is condensed into a single concise chapter. This makes the... |
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Solving Everyday Problems with the Scientific Method: Thinking Like a Scientist
This book describes how one can use The Scientific Method to solve everyday problems including medical ailments, health issues, money management, traveling, shopping, cooking, household chores, etc. It illustrates how to exploit the information collected from our five senses, how to solve problems when no information is available for the... | | Approximate Kalman Filtering (Approximations and Decompositions)
Kalman filtering algorithm gives optimal (linear, unbiased and minimum error-variance) estimates of the unknown state vectors of a linear dynamic-observation system, under the regular conditions such as perfect data information; complete noise statistics; exact linear modelling; ideal will-conditioned matrices in computation and strictly... | | Supermanifolds: Theory and ApplicationsA book written in a relaxed and friendly manner, that moreover, tries to appeal to both, physicists and mathematicians, by using their specific parlance at various parts. As already said, a concise, but at the same time reasonably complete, exposition of the basics of supermanifold theory. A concise but up-to-date account of some of the main... |
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Geometric Methods for Quantum Field TheoryBoth mathematics and mathematical physics have many active areas of research where the interplay between geometry and quantum field theory has proved extremely fruitful. Duality, gauge field theory, geometric quantization, Seiberg-Witten theory, spectral properties and families of Dirac operators, and the geometry of loop groups offer some striking... | | Einstein, Physics and Reality
Albert Einstein was one of the principal founders of the quantum and relativity theories. Until 1925, when the Bose-Einstein statistics was discovered, he made great contributions to the foundations of quantum theory. However, after the discovery of quantum mechanics by Heisenberg and wave mechanics by Schrodinger, with the consequent... | | Advances in Quantitative Analysis of Finance and AccountingAdvances in Quantitative Analysis of Finance and Accounting is an annual publication designed to disseminate recent developments in the quantitative analysis of finance and accounting. The publication is a forum for statistical and quantitative analyses of issues in finance and accounting as well as applications of quantitative methods to problems... |
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Introduction to Quantum Mechanics: Schrodinger Equation And Path Integral... for all readers interested in specific aspects of perturbation methods, path integrals, and their applications in classical field theory, this book provides a valuable source for their studies. -- Mathematical Reviews
It will be useful for theoretical physicists who wish to enlarge their skill in quantum mechanics and for... | | Computability In Context: Computation and Logic in the Real World
Computability has played a crucial role in mathematics and computer science
– leading to the discovery, understanding and classification of decidable/
undecidable problems, paving the way to the modern computer era
and affecting deeply our view of the world. Recent new paradigms of computation,
based on biological and physical... | | High Density Data Storage: Principle, Technology, and Materials
The explosive increase in information and the miniaturization of electronic devices demand new recording technologies and materials that combine high density, fast response, long retention time and rewriting capability. As predicted, the current silicon-based computer circuits are reaching their physical limits. Further miniaturization of the... |
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