Mathematical Modeling for Industrial Processes, Paperback by Hyvärinen, L.p.,...

$ 33.41

Item Length: 10 in ISBN: 9783540049432 Item Weight: 9.6 Oz Item Width: 7 in Type: Textbook Series: Lecture Notes in Economics and Mathematical Systems Ser. Format: Trade Paperback Book Title: Mathematical Modeling for Industrial Processes Language: English Number of Pages: VI, 125 Pages Subject: Econometrics Publication Name: Mathematical Modeling for Industrial Processes Subject Area: Business & Economics Author: L. P. Hyvärinen Publisher: Springer Berlin / Heidelberg Publication Year: 1970 width: 7 in

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Mathematical Modeling for Industrial Processes, Paperback by Hyvärinen, L.p.,.... Mathematical Modeling for Industrial Processes, Paperback by Hyvärinen, ., ISBN 3540049436, ISBN-13 9783540049432, Like New Used, Free shipping in the US These notes are based on the material presented in a series of lec tures in the IBM Systems Research Institute (ESRI) in Geneva durJng 1 to systems engineers working in the design and programming of computer systems for control and monitoring of i~nustrial proc esses. The purpose of the lectures and this book is to give a survey of dif ferent approaches in developing models to describe the behavior of the process in terms of controllable variables. It does not cover the theory of control, stability of control systems, nor techniques in data acquisition or problems in instrumentation and sampling. But certain aspects in the organization of data collection and design of experiments are obtained as side products, notably the concept of orthogonality. The reader is assumed to have a working knowledge of elementary prob ability theory and mathematical statistics. Therefore, the text con tains no introduction to these concepts. The author is aware of some inaccuracies in not making proper dis tinction between population parameters and their sample estimates in the text, but this should alw~s be evident from the context. The same applies to the occasional replacement of number of degrees of freedom by the number of samples in the data. In practice, computer collected sets of data consist of a high number of samples and the difference between the two is inSignificant.