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His principal works deal with the problems of consciousness and self-consciousness, worldview, and the subject matter, structure and functions of philosophy. Prof. Spirkin's Fundamentals of Philosophy (1988; English translation 1990) expounding Marxist–Leninist philosophy in popular form was awarded a prize at a competition of textbooks for ...
A Berlin Republic – A Buyer's Market – A Calendar of Wisdom – A Clockwork Orange – A Conflict of Visions – A Darwinian Left – A Defence of Common Sense – A Defense of Abortion – A Dissertation on Liberty and Necessity, Pleasure and Pain – A Few Words on Non-Intervention – A Fórmula de Deus – A General View of Positivism – A Grief Observed – A Guide for the Perplexed ...
The Encyclopaedia of the Philosophical Sciences (abbreviated as EPS or simply Encyclopaedia; German: Enzyklopädie der philosophischen Wissenschaften im Grundrisse, EPW, translated as Encyclopedia of the Philosophical Sciences in Basic Outline) by Georg Wilhelm Friedrich Hegel (first published in 1817, second edition 1827, third edition 1830 [1]), is a work that presents an abbreviated version ...
Edward J. Hall, also known as Ned Hall, is an American philosopher and Norman E. Vuilleumier Professor of Philosophy at Harvard University. He is known for his expertise on philosophy of science and epistemology. [1] [2] [3]
Robert Hahn (born in New York City, 25 August 1952) is an American philosopher and he is a Professor of Philosophy at Southern Illinois University Carbondale, since 2002.. Hahn teaches interests and specialties which include ancient Greek philosophy, history of philosophy, science (astronomy and mathematics - especially geometry), Kant, modern philosophy, ethics, and log
Championship game, 7:30, NHLN, TSN. This story has been updated to add new information. This article originally appeared on USA TODAY: 2025 world juniors schedule: USA roster, scores, how to watch.
Introduction to Mathematical Philosophy is a book (1919 first edition) by philosopher Bertrand Russell, in which the author seeks to create an accessible introduction to various topics within the foundations of mathematics.
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