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1
Wyclif and the Oxford Schools: The Relation of the 'Summa ...
The book is therefore a study in scholastic philosophy and theology, which helps us to understand the later Wyclif, and throws light on intellectual life at Oxford in the fourteenth century.
2
Aquinas's Way to God: The Proof in De Ente Et Essentia
Beginning with the distinction between the key concepts of 'essence' and 'esse' in Aquinas's thought, the book moves from an account of these metaphysical principles to their use by Aquinas in establishing that there is a single unique ...
3
The Commentary of Conrad of Prussia on the De Ente et ...
Itmay be ofinterest and ofuse to thereader to have before him at leasta partial listof the commentaries which have beenwritten over the years on Aquinas'De Ente etEssentia.16 The followinglist includesnot only fullfledged commentaries, ...
Conradus de Prussia, Joseph Bobik, James A. Corbett, 2012
4
Aquinas's Way to God: The Proof in De Ente et Essentia
Gaven Kerr provides the first book-length study of St. Thomas Aquinas's much neglected proof for the existence of God in De Ente et Essentia Chapter 4.
5
New Queries in Aesthetics and Metaphysics: Time, ... - Halaman 434
Parece que podemos decir, en este sentido, con Nicolai Hartmann: Aristóteles tenía plenamente razón al afirmar que la próte philosophía es la ciencia del on hé ón, del ente en cuanto ente. (Cf. Nicolai Hartmann, Zur Grundlegung der ...
Anna-Teresa Tymieniecka, 2012
A recurrent theme that characterizes the work of Dennis Oppenheim (Electric City, Washington, 1938), one of the most unusual and adventurous of contemporary American artists, is the encounter between art and nature.
Dennis Oppenheim, Germano Celant, Ente Zona industriale di Porto Marghera, 1997
7
Ent̲e kātoppukaḷ: R̲asūl Pūkkuṭṭiyuṭe ātmakathanaṃ
Interview with Rasul Pookkutty, Indian sound recordist, on his life and work.
8
History of Banach Spaces and Linear Operators - Halaman 4
141–142] already in 1888. His definition could be used in any lecture today: `E definita la somma di due enti a e b, vale a dire `e definito un ente, indicato con a +b, che appartiene pure al sistema dato, e che soddisfa alle condizioni: a +b = b ...
