History of Philosophy Without Any Gaps
Ein Podcast von Peter Adamson - Sonntags
Kategorien:
466 Folgen
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HoP 360 - Dag N. Hasse on Arabic Learning in the Renaissance
Vom: 22.11.2020 -
HoP 359 - There and Back Again - Zabarella on Scientific Method
Vom: 8.11.2020 -
HoP 358 - Of Two Minds - Pomponazzi and Nifo on the Intellect
Vom: 25.10.2020 -
HoP 357 - David Lines on Aristotle's Ethics in the Renaissance
Vom: 11.10.2020 -
HoP 356 - I’d Like to Thank the Lyceum - Aristotle in Renaissance Italy
Vom: 27.9.2020 -
HoP 355 - Town and Gown - Italian Universities
Vom: 13.9.2020 -
HoP 354 - Greed is Good - Economics in the Italian Renaissance
Vom: 26.7.2020 -
HoP 353 - The Good Place - Utopias in the Italian Renaissance
Vom: 12.7.2020 -
HoP 352 - The Teacher of Our Actions - Renaissance Historiography
Vom: 28.6.2020 -
HoP 351 - Quentin Skinner on Machiavelli
Vom: 14.6.2020 -
HoP 350 - The Sentence - Machiavelli on Republicanism
Vom: 31.5.2020 -
HoP 349 - No More Mr Nice Guy - Machiavelli
Vom: 17.5.2020 -
HoP 348 - The Sweet Restraints of Liberty - Republicanism and Civic Humanism
Vom: 3.5.2020 -
HoP 347 - Bonfire of the Vanities - Savonarola
Vom: 19.4.2020 -
HoP 346 - Cecilia Muratori on Animals in the Renaissance
Vom: 5.4.2020 -
HoP 345 - What a Piece of Work is Man - Manetti and Pico on Human Nature
Vom: 22.3.2020 -
HoP 344 - The Count of Concord - Pico della Mirandola
Vom: 8.3.2020 -
HoP 343 - As Far as East from West - Jewish Philosophy in Renaissance Italy
Vom: 23.2.2020 -
HoP 342 - Denis Robichaud on Plato in the Renaissance
Vom: 9.2.2020 -
HoP 341 - True Romance - Theories of Love
Vom: 26.1.2020
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.