This is a translation from Bulgarian into English of Nikolai Lossky’s “Razlichniiat smisul na dumata intuitsiia” (“The Different Senses of the Word Intuition”), published in the Sofianite journal Filosofski pregled (Philosophical Review), 1931, year III, book 1, pp. 1–9. In this article, solicited by the journal’s editor-in-chief, the Bulgarian philosopher Dimitar Mihalchev, Lossky surveys the different ways in which the word “intuition” (intuitsiia) has been used throughout the history of philosophy: Kant, Fichte, Schelling, Hegel, Friedrich Jacobi, Ivan Kireevski, Alexei Khomyakov, (...) Vladimir Solovyov, Bergson, Husserl, and Hans Driesch. Lossky then situates his own use of the word within this philosophical tradition and compares his intuitivism with gnoseologies similar to his own, namely, those of Semyon Frank, Johannes Rehmke, Max Scheler, Paul Linke, Dimitar Mihalchev, the English realists (Samuel Alexander and John Laird), the American realists (Edwin Holt, Walter Marvin, William Montague, Ralph Perry, Walter Pitkin, and Edward Spaulding), and the Neo-Scholastic Josef Gredt. As such, the article makes a valuable addendum to his Obosnovanie intuitivizma (The Foundation of Intuitivism) (1906) and provides a helpful synopsis of his theory of knowledge, which, in accordance with the Russian terminological tradition, he calls “gnoseology”. (shrink)

SOME MODERN THOMISTS claiming to follow the lead of Thomas Aquinas, hold that the objects of the types of mathematics known in the thirteenth century, such as the arithmetic of whole numbers and Euclidean geometry, are real entities. In scholastic terms they are not beings of reason but real beings. In his once-popular scholastic manual, Elementa Philosophiae Aristotelico-Thomisticae, Joseph Gredt maintains that, according to Aristotle and Thomas Aquinas, the object of mathematics is real quantity, either discrete quantity in arithmetic (...) or continuous quantity in geometry. The mathematician considers the essence of quantity in abstraction from its relation to real existence in bodily substance. "When quantity is considered in this way," he writes, "it is not a being of reason but a real being. Nevertheless it is so abstractly considered that it leaves out of account both real and conceptual existence." Recent mathematicians, Gredt continues, extend their speculation to fictitious quantity, which has conceptual but not real being; for example, the fourth dimension, which by its essence positively excludes a relation to real existence. According to Gredt this is a special, transcendental mathematics essentially distinct from "real mathematics," and belonging to it only by reduction. (shrink)

A densely-packed and comprehensive textbook of scholastic metaphysics. Metaphysics is understood as including "not only a general investigation of beings but also the study of knowledge and of the divine nature and attributes in the light of natural reason." Owens brings to this task the Gilsonian understanding of a Christian philosophy, his own considerable knowledge of Aristotle, Aquinas and scholastic philosophy generally, and a conviction that metaphysics is a knowledge of the universe and the things within it, founded on necessary (...) principles. Though intended as a college text, Owens' work might be better taken as a standard reference manual, much like the classic Latin text of Gredt.--W. G. E. (shrink)

With this work, the second of the Catholic Thought from Lublin series, the Polish Thomist Albert Krapiec has written a veritable classic, a work destined to be ranked with the famous scholastic books of this century. And although broadly speaking, this is a work in the worthy tradition of Garrigou-Lagrange and Gredt, it is distinguished by its lucidity, simplicity, depth, and precision of insight, as also by its obvious assimilation and analysis of recent controversies and doctrines. The net result (...) is first rate: a full-blooded "existentialist" metaphysics in which the classic Thomistic theses are nicely grounded in a thorough examination of the primordial encounter with being, of the proper object of metaphysics, and of its characteristic procedure. (shrink)