37081Mathematical analysis of physical problems
I. The vibrating string; II. Linear vector spaces; III. The pontential equation; IV. Fourier and laplace transforms and their applications; V. Propagation and scattering of waves; VI. Problems of diffusion and attenuation; VII. Probability and stochastic processes; VIII. Fundamental principles of quantum mechanics; IX. Some soluble problems of quantum mechanics; X. Quantum mechanics of many-body problems.
37082Mathematical economics
This book consists of 20 chapters, such as the cobweb and other simple dynamic models; Keynes and the classics: the multipler; The acceleration principle; Mathematical analysis: complex numbers; Linear differential equations.
37083Mathematical models for decision support
Including eight main sections set out below: 1 . Abstracts. 2. Review Paper. 3. Models with Multiple Criteria and Single or Multiple Decision Makers. 4. Use of Optimisation Models as Decision Support Tools. 5. Role of Information Systems in Decision Making: Database and Model Management Issues. 6. Methods of Artificial Intelligence in Decision Making: Intelligent Knowledge Based Systems. 7. Representation of Uncertainty in Mathematical Models and Knowledge Based Systems. 8. Mathematical Basis for Constructing Models and Model Validation.
37084Mathematical Models of Hysteresis
Chapter 1: The classical preisach model of hysteresis; Chapter 2: Generalized scalar preisach models of hysteresis; Chapter 3: Vector presiach models of hysteresis.
37085Mathematical problems of statistical mechanics: collection of papers
Focusing on some Mathematical problems of statistical mechanics and in particular on problems of the theory of phase transitions of the first kind….
37086Mathematics : apractical odyssey
This text focuses on the topics students will encounter in their lives and careers, such as statistics, linear programming and finance. Realistic and interesting applications aim to motivate students learning of mathematical concepts.
37087Mathematics and the Physical World
It provides a stimulating account of the development of basic mathematics from arithmetic, algebra, geometry, and trigonometry, to calculus, differential equations, and the non-Euclidean geometries. At the same time, Dr. Kline shows how mathematics is used in optics, astronomy, motion under the law of gravitation, acoustics, electromagnetism, and other phenomena.
37088Mathematics and the unexpected
In this brief, elegant treatise, assessable to anyone who likes to think, Ivar Ekelund explains some philosophical implications of recent mathematics. He examines randomness, the geometry involved in making predictions, and why general trends are easy to project (it will snow in January) but particulars are practically impossible (it will snow from 2 p.m. to 5 p.m. on the 21st).
37089Mathematics applied to electronics : 6th ed.
This book provides an introduction to mathematics applied to electronics, computers, electromechanics, and automation. Organized to be compatible with electric circuit books currently in use, its content balances a formal proof-orientation against the need for expediency in developing a broad, general mathematics ability. Key topics: Chapter topics cover algebra fundamentals, fractions, graphs, linear equations, logarithmic and exponential functions, angles and triangles, vectors and phasors, alternating-current circuits, mathematical analysis, computer numbers systems, and mathematics of computer logic. For Mathematics majors.
37090Mathematics for electrical engineering and computing
Part 1. Sets, functions and calculus; Part 2. Systems; Part 3. Function of more than one variable; Part 4. Graph and language theory; Part 5. Probability and statistics.