History of Philosophy Without Any Gaps
A podcast by Peter Adamson - Sundays
Categories:
463 Episodes
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HoP 162 - Sarah Stroumsa on Maimonides
Published: 8/02/2014 -
HoP 161 - He Moves in Mysterious Ways - Maimonides on Eternity
Published: 2/02/2014 -
HoP 160 - The Great Eagle - Maimonides
Published: 26/01/2014 -
HoP 159 - With All Your Heart - Ethics and Judaism
Published: 19/01/2014 -
HoP 158 - Born Under a Bad Sign - Freedom and Astrology in Jewish Philosophy
Published: 12/01/2014 -
HoP 157 - Choosing My Religion - Judah Hallevi
Published: 5/01/2014 -
HoP 156 - Sarah Pessin on Jewish Neoplatonism
Published: 29/12/2013 -
HoP 155 - Matter over Mind - Ibn Gabirol
Published: 22/12/2013 -
HoP 154 - The Philosophy of History - Ibn Khaldun
Published: 15/12/2013 -
HoP 153 - A Matter of Taste – Ibn Arabi and Mysticism
Published: 8/12/2013 -
HoP 152 - Richard Taylor on Averroes
Published: 1/12/2013 -
HoP 151 - Single Minded - Averroes on the Intellect
Published: 24/11/2013 -
HoP 150 - Charles Burnett and Dag N Hasse on Arabic Latin Translations
Published: 17/11/2013 -
HoP 149 - Back to Basics - Averroes on Reason and Religion
Published: 9/11/2013 -
HoP 148 - Fantasy Island - Ibn Bajja and Ibn Tufayl
Published: 3/11/2013 -
HoP 147 - Laying Down the Law – Ibn Hazm and Islamic Legal Theory
Published: 27/10/2013 -
HoP 146 - Philosophy's Reign in Spain - Andalusia
Published: 20/10/2013 -
HoP 145 - Frank Griffel on al-Ghazali
Published: 13/10/2013 -
HoP 144 - Miracle Worker - al-Ghazali against the Philosophers
Published: 6/10/2013 -
HoP 143 - Special Delivery - al-Ghazali
Published: 29/09/2013
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.