Control, Information, and Technological Change (Economics of Science, Technology and Innovation)

control, information, and technological change (economics of science, technology and innovation)

more information about Control, Information, and Technological Change (Economics of Science, Technology and Innovation)

Control, Information, and Technological Change (Economics of Science, Technology and Innovation)

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Book Description
Information theory, cybernetics and the theory of finite automata are used to model learning-by-doing, bounded rationality, routine behavior, and the formation of teams. The non-neoclassical characterization of production developed in this book ignores the usual quantitative relationships between inputs and outputs and instead views production strictly as a problem of control and communication. The motivation for this unconventional characterization of production comes from Schumpeter's critique of neoclassical economic theory. Schumpeter argued that neoclassical economic theory, and the habits of thought engendered by it, was the major obstacle to acquiring an understanding of technological change. The non-neoclassical characterization of production developed in this book is in keeping with how economic historians describe specific technological changes and how they write technological histories about particular machines, firms or industries.

Control, Information, and Technological Change (Economics of Science, Technology and Innovation),Gerald E. Flueckiger,Springer,0792336674,Applied,Automatic control,Economics - General,Information technology,Robotics,Science/Mathematics,Technological innovations,Technology & Industrial Arts,Business & Economics / Economics / General

Books Info:

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  2. Control of Nonlinear Distributed Parameter Systems (Lecture Notes in Pure and Applied Mathematics)
  3. Delays in Biological Systems : Linear Stability Theory (Cambridge Studies in Mathematical Biology)
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  5. Do Smart Adaptive Systems Exist? : Best Practice for Selection and Combination of Intelligent Methods (Studies in Fuzziness and Soft Computing)
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  8. Einstein Metrics and Yang-mills Connections (Lecture Notes in Pure and Applied Mathematics)
  9. Elementary Boundary Value Problems (Pure and Applied Mathematics (Marcel Dekker))
  10. Evolution Equations and Their Applications in Physical and Life Sciences (Lecture Notes in Pure and Applied Mathematics)

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