In examining the question “What is common to all people and how do they differ?” three typological stages may be distinguished: a Platonic thesis, a romantic antithesis, and a current synthesis—the last a hypothesis that is advanced today in human biology and linguistic studies.

Although Pierre Duhem is well known for his conventionalist outlook and, in particular, for his critique of crucial experiments outlined in his thesis on the empirical indeterminacy of theory, he also contributed to the scholarship on the psychological profiles of scientists by revising Pascal’s famous distinction between the subtle mind and the geometric mind. For Duhem, the ideal scientist is the one who combines the defining qualities of both types of intellect. As a physicist, Duhem made important theoretical contributions to (...) the field of thermodynamics as well as to the then-nascent physical chemistry. Due to his rejection of atomism and his unrelenting critique of Maxwell’s electrodynamics, however, in his later years, Duhem’s work was surpassed and abandoned by the dominant tendencies of physics of the time. In this essay, I will discuss whether Duhem himself can be understood through the lens of his own account of the scientist’s psychological profile. More specifically, I examine whether the subtle mind – to which he seems to assign greater cognitive value – in fact plays a key role in Duhem’s critique of the English School, or if his preference for the axiomatic structure of theoretical physics shows a greater affinity with the geometric mind. (shrink)

This dissertation aims at a systemic presentation of Neurath’s thinking as a coherent and sui generis whole. In order to satisfy this desideratum, the main idea put forth in this dissertation is that a specific two-way relation holds between two of Neurath’s main philosophical theses: Semantic Coherentism: a sentence is true if, and only if, it belongs to, or can be deduced from, a coherent set of sentences. Sociological Relativism: the value of a social change depends on how it influences (...) the living conditions of a certain group of individuals. The two-way relation is the following: from the reconstructive point of view, Neurathian semantic coherentism entails his sociological relativism; but, from the point of view of the conceptual structure underlying Neurath’s thinking, it is his sociological relativism that entails his semantic coherentism. We thus arrive at a virtuous circle. On the one hand, the appeal to sociological relativism (together with Neurath’s first order sociological commitments) allows us to explain his view of science; on the other hand, only once we have acquired a justification for sociological relativism, via his theory of truth, are we entitled to explain his view of science in this way. The exposition will be guided by the attempt to find an answer to the three following questions: (i) Does Neurath accept the standard threefold definition of knowledge? (ii) What kind of coherentism is endorsed by Neurath? (iii) Is Neurath’s coherentism compatible with empiricism? The answer to the first question will be negative. It will be argued that radical physicalism (i.e. the conjunction between physicalism and epistemic naturalism) entails the rejection of this definition. The answer to the second question will amount to showing that Neurath’s endorsement of semantic coherentism does not entail, as it is sometimes stated, the endorsement of epistemic coherentism. Finally, the third question will be answered negatively by showing that, given Neurath’s theory of protocol sentences, his coherentism and his empiricism are compatible. The exegetical work prompted by the need to answer these questions will provide us with the elements we need in order to substantiate the main idea mentioned above. (shrink)

To explain their role in discovery and contrast them with theory-driven research, philosophers of science have characterized exploratory experiments in terms of what they lack: namely, that they lack direction from what have been called “local theories” of the target system or object under investigation. I argue that this is incorrect: it’s not whether or not there is direction from a local theory that matters, but instead how such a theory is used to direct an experiment that matters. Appealing to (...) contemporary exploratory experiments that involve the use of experimental techniques—specifically, examples where scientists explore the interaction of neural activity and human behavior by magnetically stimulating brains—I argue that local theories of a target system can inform auxiliary hypotheses in exploratory experiments, which direct these experiments. These examples illustrate how local theories can direct the exploration of target systems where researchers do not aim to evaluate these theories. (shrink)

This paper defends the Quine-Putnam mathematical indispensability argument against two objections raised by Penelope Maddy. The objections concern scientific practices regarding the development of the atomic theory and the role of applied mathematics in the continuum and infinity. I present two alternative accounts by Stephen Brush and Alan Chalmers on the atomic theory. I argue that these two theories are consistent with Quine’s theory of scientific confirmation. I advance some novel versions of the indispensability argument. I argue that these new (...) versions accommodate Maddy’s history of the atomic theory. Counter-examples are provided regarding the role of the mathematical continuum and mathematical infinity in science. (shrink)

Debates concerning the units and levels of selection have persisted for over fifty years. One major question in this literature is whether units and levels of selection are genuine, in the sense that they are objective features of the world, or merely reflect the interests and goals of an observer. Scientists and philosophers have proposed a range of answers to this question. This Element introduces this literature and proposes a novel contribution. It defends a realist stance and offers a way (...) of delineating genuine levels of selection by invoking the notion of a functional unit. (shrink)