History of Philosophy Without Any Gaps
Ein Podcast von Peter Adamson - Sonntags
Kategorien:
466 Folgen
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HoP 205 - Somebody's Perfect - Anselm's Ontological Argument
Vom: 4.1.2015 -
HoP 204 - A Canterbury Tale - Anselm's Life and Works
Vom: 28.12.2014 -
HoP 203 - Virgin Territory - Peter Damian on Changing the Past
Vom: 21.12.2014 -
HoP 202 - Philosophers Anonymous - the Roots of Scholasticism
Vom: 13.12.2014 -
HoP 201 - Stephen Gersh on Medieval Platonism
Vom: 5.12.2014 -
HoP 200 - Jill Kraye and John Marenbon on Medieval Philosophy
Vom: 29.11.2014 -
HoP 199 - Much Ado About Nothing - Eriugena's Periphyseon
Vom: 22.11.2014 -
HoP 198 - Grace Notes - Eriugena and the Predestination Controversy
Vom: 16.11.2014 -
HoP 197 - Charles in Charge - The Carolingian Renaissance
Vom: 9.11.2014 -
HoP 196 - Arts of Darkness - Introduction to Medieval Philosophy
Vom: 3.11.2014 -
HoP 195 - Anke von Kügelgen on Contemporary Islamic Thought
Vom: 26.10.2014 -
HoP 194 - Iran So Far - After Ṣadrā
Vom: 19.10.2014 -
HoP 193 - All for One and One for All - Muḥammad 'Abdūh and Muḥammad Iqbāl
Vom: 12.10.2014 -
HoP 192 - The Stronger Sex - Women Scholars and Islam
Vom: 6.10.2014 -
HoP 191 - The Young Ones: Encounters with European Thought
Vom: 3.10.2014 -
HoP 190 - Turkish Delights - Philosophy under the Ottomans
Vom: 24.8.2014 -
HoP 189 - Subcontinental Drift - Philosophy in Islamic India
Vom: 17.8.2014 -
HoP 188 - Sajjad Rizvi on Mulla Sadra
Vom: 10.8.2014 -
HoP 187 - Return to Sender - Mulla Sadra on Motion and Knowledge
Vom: 3.8.2014 -
HoP 186 - To Be, Continued - Mulla Sadra on Existence
Vom: 27.7.2014
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.