History of Philosophy Without Any Gaps
A podcast by Peter Adamson - Sundays
Categories:
463 Episodes
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HoP 241 - The Shadow Knows - Albert the Great’s Metaphysics
Published: 22/11/2015 -
HoP 240 - Animal, Vegetable, Mineral - Albert the Great’s Natural Philosophy
Published: 8/11/2015 -
HoP 239 - Catarina Dutilh Novaes on Medieval Logic
Published: 25/10/2015 -
HoP 238 - Binding Arbitration - Robert Kilwardby
Published: 11/10/2015 -
HoP 237 - Begin the Beguine - Hadewijch and Mechthild of Magdeburg
Published: 27/09/2015 -
Indian Philosophy Announcement!
Published: 19/09/2015 -
HoP 236 - None for Me, Thanks - Franciscan Poverty
Published: 9/08/2015 -
HoP 235 - Juhana Toivanen on Animals in Medieval Philosophy
Published: 2/08/2015 -
HoP 234 - Your Attention Please - Peter Olivi
Published: 26/07/2015 -
HoP 233 - Stairway to Heaven - Bonaventure
Published: 19/07/2015 -
HoP 232 - Charles Burnett on Magic
Published: 12/07/2015 -
HoP 231 - Origin of Species - Roger Bacon
Published: 5/07/2015 -
HoP 230 - A Light That Never Goes Out - Robert Grosseteste
Published: 28/06/2015 -
HoP 229 - Do the Right Thing - Thirteenth Century Ethics
Published: 21/06/2015 -
HoP 228 - It's All Good - The Transcendentals
Published: 14/06/2015 -
HoP 227 - Stayin’ Alive - Thirteenth Century Psychology
Published: 7/06/2015 -
HoP 226 - Full of Potential - Thirteenth Century Physics
Published: 31/05/2015 -
HoP 225 - No Uncertain Terms - Thirteenth Century Logic
Published: 24/05/2015 -
HoP 224 - Kent Emery on Institutions of Learning
Published: 17/05/2015 -
HoP 223 - Straw Men - The Rise of the Universities
Published: 10/05/2015
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.