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From Fleck’S Denkstil To Kuhn’S Paradigm: Conceptual Schemes And Incommensurability, Babette Babich Nov 2012

From Fleck’S Denkstil To Kuhn’S Paradigm: Conceptual Schemes And Incommensurability, Babette Babich

Babette Babich

This article argues that the limited influence of Ludwik Fleck’s ideas on philosophy of science is due not only to their indirect dissemination by way of Thomas Kuhn, but also to an incommensurability between the standard conceptual framework of history and philosophy of science and Fleck’s own more integratedly historico-social and praxis-oriented approach to understanding the evolution of scientific discovery. What Kuhn named “paradigm” offers a periphrastic rendering or oblique translation of Fleck’s Denkstil/Denkkollektiv, a derivation that may also account for the lability of the term “paradigm”. This was due not to Kuhn’s unwillingness to credit Fleck but rather to …


From Fleck’S Denkstil To Kuhn’S Paradigm: Conceptual Schemes And Incommensurability, Babette Babich Jan 2003

From Fleck’S Denkstil To Kuhn’S Paradigm: Conceptual Schemes And Incommensurability, Babette Babich

Articles and Chapters in Academic Book Collections

This article argues that the limited influence of Ludwik Fleck’s ideas on philosophy of science is due not only to their indirect dissemination by way of Thomas Kuhn, but also to an incommensurability between the standard conceptual framework of history and philosophy of science and Fleck’s own more integratedly historico-social and praxis-oriented approach to understanding the evolution of scientific discovery. What Kuhn named “paradigm” offers a periphrastic rendering or oblique translation of Fleck’s Denkstil/Denkkollektiv, a derivation that may also account for the lability of the term “paradigm”. This was due not to Kuhn’s unwillingness to credit Fleck but rather to …


Abstracting Aristotle’S Philosophy Of Mathematics, John J. Cleary Apr 2001

Abstracting Aristotle’S Philosophy Of Mathematics, John J. Cleary

Research Resources

In the history of science perhaps the most influential Aristotelian division was that

between mathematics and physics. From our modern perspective this seems like an unfortunate deviation from the Platonic unification of the two disciplines, which guided Kepler and Galileo towards the modern scientific revolution. By contrast, Aristotle’s sharp distinction between the disciplines seems to have led to a barren scholasticism in physics, together with an arid instrumentalism in Ptolemaic astronomy. On the positive side, however, astronomy was liberated from commonsense realism for the conceptual experiments of Aristarchus of Samos, whose heliocentric hypothesis was not adopted by later astronomers because …