Living Without Mathematical Statistics

The underlying principles invented and developed by Dr. Genichi Taguchi (1924 - 2012), for the design of experiments or simulation calculations in multi-parameter systems, are today known as Taguchi Method. Due to the great success, it was extended to many other areas.The book explains the basics of this method in as much detail as necessary and as simply and graphically as possible. The author shows how broad the current application spectrum is and for which different tasks it can be used. The application examples range from optimizing a fermentation process in biotechnology to minimizing costs in mechanical production and maintaining and improving competitiveness in industrial production.The processes described are ideally suited to finding reliable and precise solutions for a wide variety of problems relatively quickly. A real competitive advantage not only in research but also for companies that want to remain competitive in international business competition. Contents Part 1: Analysis of VariablesPart 2: Pattern Recognition and DiagnosisPart 3: PrognosisTarget groups Students, scientists, engineers or those responsible for development and products learn to use the Taguchi Method with this book - even without any previous mathematical-statistical knowledge. The author Herbert Ruefer studied physics and obtained his doctorate at the Technical University Karlsruhe, Germany. After a research stay at IBM, San Jose, California, he taught at the San Marcos National University in Lima, Peru. He then took on research, development, and training tasks in the chemical industry in Germany. During this time, the first personal contacts with Dr. Genichi Taguchi and Dr. Yuin Wu took place. After his active professional life, he dedicated himself to special optical methods for astronomical observations. He also lectures at the Universidad Nacional Mayor de San Marcos which awarded him an honorary doctorate in 2017.

Provides a complete picture of Genichi Taguchi's methodology Focuses on the most recent developments of the Taguchi Method (~2004 till today) Consistent presentation to avoid confusion with Mathematical Statistics Includes numerical examples of a very broad field of applications comprehensible for any reader

Inhalt
Introduction.-Analysis of Variables.- Description of Systems.-Input Output Relations.-Chemical Reactions and Specific Systems.- Nonlinear Systems and Tolerances.- Special Applications.-Pattern Recognition and Diagnosis.- Dealing with Correlated Data.- Alternative Numerical Procedures.- Methodical Extensions.- Fields of Application.- Prognosis. -Methodical Approach.- Expanded Options.- Epilogue.