History of Philosophy Without Any Gaps
Podcast autorstwa Peter Adamson - Niedziele
478 Odcinki
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HoP 411 - Pen Pals - Later French Humanism
Opublikowany: 1.01.2023 -
HoP 410 - Ann Blair on Jean Bodin’s Natural Philosophy
Opublikowany: 18.12.2022 -
HoP 409 - One to Rule Them All - Jean Bodin
Opublikowany: 4.12.2022 -
HoP 408 - Constitutional Conventions - the Huguenots
Opublikowany: 20.11.2022 -
HoP 407 - Maria Rosa Antognazza on Early Modern Toleration
Opublikowany: 6.11.2022 -
HoP 406 - Believe at Your Own Risk - Toleration in France
Opublikowany: 23.10.2022 -
HoP 405 - Divide and Conquer - the Spread of Ramism
Opublikowany: 9.10.2022 -
HoP 404 - Robert Goulding on Peter Ramus
Opublikowany: 25.09.2022 -
HoP 403 - Make It Simple - Peter Ramus
Opublikowany: 11.09.2022 -
Bonus Episode: Don’t Think for Yourself, Chapter 1
Opublikowany: 14.08.2022 -
HoP 402 - Life is Not Enough - Medicine in Renaissance France
Opublikowany: 31.07.2022 -
HoP 401 - Word Perfect - Logic and Language in Renaissance France
Opublikowany: 17.07.2022 -
HoP 400 - Philosophy Podcasters
Opublikowany: 3.07.2022 -
HoP 399 - Seriously Funny - Rabelais
Opublikowany: 19.06.2022 -
HoP 398 - Pearls of Wisdom - Marguerite of Navarre
Opublikowany: 5.06.2022 -
HoP 397 - Do As the Romans Did - French Humanism
Opublikowany: 22.05.2022 -
HoP 396 - Lorraine Daston on Renaissance Science
Opublikowany: 8.05.2022 -
HoP 395 - Music of the Spheres - Johannes Kepler
Opublikowany: 24.04.2022 -
HoP 394 - Best of Both Worlds - Tycho Brahe
Opublikowany: 10.04.2022 -
HoP 393 - The World Doesn’t Revolve Around You - Copernicus
Opublikowany: 27.03.2022
Peter Adamson, Professor of Philosophy at the LMU in Munich and at King’s College London, takes listeners through the history of philosophy, ”without any gaps.” The series looks at the ideas, lives and historical context of the major philosophers as well as the lesser-known figures of the tradition. www.historyofphilosophy.net. NOTE: iTunes shows only the most recent 300 episodes; subscribe on iTunes or go to a different platform for the whole series.