(1979). William Whewell, natural theology and the philosophy of science in mid nineteenth century Britain. Annals of Science: Vol. 36, No. 5, pp. 493-516.

The nineteenth-century appraisal of Whewell's philosophy as confused, eclectic, and metaphysical is still dominant today. Yet he keeps reappearing on the agenda of the historians and philosophers of science. Why? Whewell continues to be a puzzle. Historians evade the puzzle by deeming him to have had no serious philosophy but some interesting ideas and/or to have been socially important. Menachim Fisch's recent study offers promise of a new appraisal. But Fisch's account leads back to the puzzle. Fisch poses the question (...) well, promises a new answer, but does not provide one. The puzzle will remain until the strength of Whewell's turn away from empiricist problems to Kantian ones has been appreciated. (shrink)

What is the relation between science and philosophy of science? Specifically, does it matter whether a philosopher of science knows much about science or is actually engaged in scientific research? William Whewell is an obvious person to consider in relation to this question. Whewell was actively engaged in science in several important ways, some of which have not been previously noted. He conducted research in a number of scientific fields, he devised new terminology for the new discoveries made by other (...) scientists, and he frequently attempted to guide the experimental work of other scientists. Moreover, he was a philosopher of science who explicitly claimed to be inferring his methodological injunctions from an extensive study of the history of scientific work . My recent study of his unpublished letters and notebooks indicates that the intimate relation between science and philosophy was always foremost in Whewell’s mind; it was not a theoretical stance adopted after his philosophy was well-developed, as some have suggested. In this paper I will present an examination of the relation between Whewell’s involvement in science and the writing of his philosophy of science as a springboard to consider the more general question . Further insight into the relation between science and philosophy of science will be gained by contrasting Whewell’s strong involvement in science with the lack of such involvement in the case of his philosophical antagonist, J.S. Mill. (shrink)

In this paper I demonstrate that, contrary to the standard interpretations, William Whewell's view of scientific method is neither that of the hypothetico-deductivist nor that of the retroductivist. Rather, he offers a unique inductive methodology, which he calls "discoverers' induction." After explicating this methodology, I show that Kepler's discovery of his first law of planetary motion conforms to it, as Whewell claims it does. In explaining Whewell's famous phrase about "happy guesses" in science, I suggest that Whewell intended a distinction (...) between "inductions," which can be empirically verified, and "mere hypotheses"--or guesses--which cannot. Finally, I argue that Whewell's discoverers' induction is a view worthy of our attention today, because it avoids a number of problems faced by prominent alternative methodologies. (shrink)

In this article, the author offers a discussion of the evidential role of the Galilean constant in the history of physics. The author argues that measurable constants help theories constrain data. Theories are engines for research, and this helps explain why the Duhem-Quine thesis does not undermine scientific practice. The author connects his argument to discussion of two famous papers in the history of economic methodology, Milton Friedman's 'Methodology of Positive Economics', which appealed to example of Galilean Law of Fall (...) in its argument; and Vernon Smith's 'Economics in the Laboratory'. While the author offers some criticism of Friedman and Smith, most of the article is a friendly reinterpretation of their insights. (shrink)

The aim of Galileo’s tidal theory was to show that the tides were produced entirely by the earth’s motion and thereby to demonstrate the physical truth of Copernicanism. However, in the Dialogue Concerning the Two Chief World Systems Galileo did not explain some of the most significant aspects of the theory completely. As a consequence, the way the theory works has long been disputed. Though there exist a number of interpretations in the literature, the most widely accepted are based on (...) ideas that are not explicitly articulated by Galileo in the Dialogue. This essay attempts to understand the way the theory functions in terms of Galilean physics. It is an interpretation of the theory based solely on Galileo’s arguments—and one that reveals it to have had some unrecognized consequences. This interpretation indicates that Galileo’s theory would not have worked in the manner he described in the Dialogue. (shrink)

In 1833 John Herschel published a graphical method for determining the orbits of double stars. He argued that his method, which depended on human judgment rather than mathematical analysis, gave better results than computation, given the uncertainty in the data. Herschel found that astronomy and terrestrial physics were especially suitable for graphical treatment, and he expected that graphs would soon become important in all areas of science. He argued with William Whewell and James D. Forbes over the process of induction, (...) over the application of probability, and over the moral content of science. Graphs entered into all these debates; but because they constituted a method, not a metaphysics, they were acceptable to most practicing scientists and became increasingly popular throughout the nineteenth century. (shrink)

The paper attempts to elucidate and evaluate William Whewell's notion of a "consilience of inductions." In section I Whewellian consilience is defined and shown to differ considerably from what latter-day writers talk about when they use the term. In section II a primary analysis of consilience is shown to yield two types of consilient processes, one in which one of the lower-level laws undergoes a conceptual change (the case aptly discussed in Butts [1977]), and one in which the explanatory theory (...) undergoes conceptual "stretching." In section III both consilient cases are compared to the non-consilient case in reference to L. J. Cohen's method of relevant variables. In section IV we examine the test procedures of the theory in all three cases, and it is shown that in the event of genuine consilience (consilience of the second type) a theory acquires extraordinarily high support. In the final section something is said of the short-comings of standard Bayesian confirmation theories that are highlighted by Whewellian consilience. (shrink)

In this article, the author offers a discussion of the evidential role of the Galilean constant in the history of physics. The author argues that measurable constants help theories constrain data. Theories are engines for research, and this helps explain why the Duhem-Quine thesis does not undermine scientific practice. The author connects his argument to discussion of two famous papers in the history of economic methodology, Milton Friedman’s “Methodology of Positive Economics,” which appealed to example of Galilean Law of Fall (...) in its argument; and Vernon Smith’s “Economics in the Laboratory.” While the author offers some criticism of Friedman and Smith, most of the article is a friendly reinterpretation of their insights. (shrink)

In this paper Whewell’s concept of necessity is scrutinized and its historical development is outlined (ca. 1833-1860). Particular attention will be paid to how Whewell interpreted the laws of the inductive sciences as being necessary since the laws of nature are concretizations of the Fundamental Ideas which can be partially described by Axioms.

n this paper I deal with a neglected topic with respect to unification in Newton’s Principia. I will clarify Newton’s notion and practice of unification . In order to do so, I will use the recent theories on unification as tools of analysis . I will argue, after showing that neither Kitcher’s nor Schurz’s account aptly capture Newton’s notion and practice of unification, that Salmon’s later work is a good starting point for analysing this notion and its practice in the (...) Principia. Finally, I will supplement Salmon’s account in order to answer the question at stake.Keywords: Explanation; Isaac Newton; Principia; Unification. (shrink)

William Whewell's views on the philosophy of science were dismissed as incoherent and eclectic when he introduced them in the middle of the 19th century, though some leading contemporaries engaged and even incorporated them. When his ideas were resurrected a century later, they were dismissed as poor induction rather than original thinking. Wettersten (philosophy of science, Mannheim U., Germany) explores why Whewell's impact continues to be felt, and why almost all theorists have had to come to terms with his ideas. (...) He also addresses larger concerns such as whether traditions can be assessed rationally, and whether there is a logic to how they change or can be changed. Six commentaries follow his treatise, and he responds to them. Annotation : 2004 Book News, Inc., Portland, OR (booknews.com). (shrink)

William Whewell was a giant of Victorian intellectual culture. His influence, whether recognized or forgotten, is palpable in areas as diverse as moral philosophy, mineralogy, architecture, the politics of education, physics, engineering, and theology. Recent studies of the place of the sciences in nineteenth-century Britain have repeatedly indicated the significance of Whewell's sweeping and critical proposals for a reformed account of scientific knowledge and moral values. However, until now there has been no detailed study of the context and impact of (...) his project. This collection of essays by recognized authorities in the fields of history, history of science, and philosophy thus represents the first attempt to do justice to a magisterial nineteenth-century intellectual. More generally, it makes an important contribution to our understanding of Victorian intellectual life and its aftermath. (shrink)

Presents Newton's unifying idea of gravitation and explains how he converted physics from a science of explanation into a general mathematical system.