Titlebook: Universal Aspects of Scientific Practice: Commitment, Methodology, and Technique; Giora Hon,Bernard R. Goldstein Book 2023 The Editor(s) (

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Introduction,This monograph is a contribution to philosophy of science from the perspective of the practice of science. We focus on processes which generate scientific knowledge. We seek general and indeed universal features which characterize the scientific practice, that is, features that are inherent to the practice of science.

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Case Studies,In the centuries before Kepler, the goal of astronomical practitioners was to find a set of models (called hypotheses at the time) which, reduced to a set of algorithms, produce planetary positions in two dimensions (longitude and latitude) at any given moment in time.

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,Conclusion: Features of Scientific Practice—Commitment, Methodology, and Technique,We have singled out three dominant features of scientific practice from the early modern period to our time, especially in physics: commitment, methodology, and technique. Taking advantage of historical episodes, we now proceed to analyze each feature in turn, its nature and its function in the larger framework of scientific change.

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Giora Hon,Bernard R. GoldsteinOffers a new perspective on the practice of science.Reveals philosophical and historical insights into the nature of scientific knowledge.Illustrates distinctly the three salient features of scientifi

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Book 2023ate scientific knowledge and seeks general and universal features that characterize scientific practice; features that are inherent to the practice of science. Science is an activity, and the scientist is an agent who pursues some practice, which in one way or another engages evidence. In science, c

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ious dynamic system models in continuous or discrete-time do.This book introduces the principle theories and applications of control and filtering problems to address emerging hot topics in feedback systems. With the development of IT technology at the core of the 4th industrial revolution, dynamic

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Giora Hon,Bernard R. Goldsteinsts. Under the assumption that the machines are reliable, we discuss and extend the method of solution used by Perkins and Kumar [31]. This approach exploits the structural properties of controls which perform well, and shows that an optimal control is determined by solving a series of quadratic pro