Bayesian Inference and Maximum Entropy Methods in Science and Engineering

Summary This book is a written version of a lecture course that I have conducted over anumber of years at National Tsing Hua University on the subject of mathematical methods for physics In response to student requests, once and again, the main purpose of the book is devoted to motivate students to feel free to study mathematics independently The book is intended to provide advanced undergraduate and beginning graduate students in physical science with the most fundamental tools and important background which they will need in the advanced studies It contains a lot of physical examples appearing in many remarkable reference books, or bursting out in my research career All examples have been carried out step by step as clear as possible Through the numerous illustrations readers may become familiar with the basic outlook of mathematical methods for physics, recognize the skillful techniques in general, and enable to apply or to extend to advanced problems

A renowned biomedical engineering expert, H K Chang is also a champion of cross-cultural exchanges that enhance understanding and build links among nations and countries. Having studied the social and cultural developments of China and other countries for the past forty years, he narrates in twenty-one articles here his thoughts about world civilizations, culture and life, society, education as well as science and technology, and invites readers to join him on his intellectual and sentimental journey.

This book is devoted to the systematic presentation of the Theory of Inventive Problem Solving (TRIZ) and is the most comprehensive book in the classical TRIZ and beyond. It details methods for formulating non-standard problems and various ways to solve them, etc. The book is illustrated by many examples, problems, and graphical material (approximately 300 examples and problems, and approximately 400 illustrations). It describes more than 300 concepts. Materials for independent work is provided at the end of each chapter. Some reference solutions are included. The book is intended for students of engineering disciplines who would like to have in-depth understanding of. It can also be useful for engineers and inventors, scientists, university professors, and those who solve creative problems. Professor and TRIZ Master Vladimir Petrov, is one of the most authoritative students and best friends of the Father of TRIZ, Genrich S. Altshuller. Since 1972, TRIZ Master Vladimir Petrov often con