History of Philosophy Without Any Gaps
Un pódcast de Peter Adamson - Domingos
Categorías:
468 Episodo
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HoP 107 - Practice Makes Perfect - Christian Asceticism
Publicado: 16/12/2012 -
HoP 106 - Double or Nothing - Maximus the Confessor
Publicado: 9/12/2012 -
HoP 105 - Naming the Nameless - the Pseudo-Dionysius
Publicado: 2/12/2012 -
HoP 104 - Let's Talk Turkey - the Cappadocians
Publicado: 25/11/2012 -
HoP 103 - Fall and Rise - Origen
Publicado: 17/11/2012 -
HoP 102 - Please Accept Our Apologies - the Greek Church Fathers
Publicado: 11/11/2012 -
HoP 101 - Father Figures - Introduction to Ancient Christian Philosophy
Publicado: 4/11/2012 -
HoP 100 - Michael Trapp and Caroline Humfress on Ancient Culture and Philosophy
Publicado: 28/10/2012 -
HoP 099 - Richard Sorabji on the Commentators
Publicado: 21/10/2012 -
HoP 098 - For a Limited Time Only - John Philoponus
Publicado: 14/10/2012 -
HoP 097 - A Tale of Two Cities - The Last Pagan Philosophers
Publicado: 7/10/2012 -
HoP 096 - Dominic O'Meara on Neoplatonism
Publicado: 30/9/2012 -
HoP 095 - Anne Sheppard on Ancient Aesthetics
Publicado: 23/9/2012 -
HoP 094 - The Platonic Successor - Proclus
Publicado: 16/9/2012 -
HoP 093 - Pythagorean Theorems - Iamblichus
Publicado: 8/9/2012 -
HoP 092 - King of Animals - Porphyry
Publicado: 2/9/2012 -
HoP 091 - James Wilberding on Nature and Neoplatonism
Publicado: 26/8/2012 -
HoP 090 - A Decorated Corpse – Plotinus on Matter and Evil
Publicado: 22/7/2012 -
HoP 089 - On the Horizon - Plotinus on the Soul
Publicado: 15/7/2012 -
HoP 088 - Simplicity Itself - Plotinus on the One and Intellect
Publicado: 8/7/2012
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.