Illustrations of being
Subtitle: drawing upon Heidegger and upon metaphysics
By: Graeme Nicholson.
Series: Contemporary studies in philosophy and the human sciences
Publisher: Humanities Press
Published: 1992
Place of publication: Atlantic Highlands, N.J
Language: eng
Number of pages: 293
Subjects: Heidegger, Martin, 1889-1976; Metaphysics
Description: Graeme Nicholson addresses the fundamental topic of ontology, perhaps the fundamental topic posed to philosophy and the human mind: what is being?, i.e., what is it to exist or to be? He initially shows that we humans must be understood to be "existers" and "disclosers"--Terms that render Heidegger's concept Dasein. Heidegger's philosophy provides the basic viewpoint, but Professor Nicholson offers an interpretation of Heidegger that seeks to set deconstructionist and pragmatist readings to one side. Since, according to Heidegger, being is fundamentally a union of presence and absence, this study shows that metaphysical theories have always offered positive illustrations or interpretations of being. Illustrations of Being then goes on to scrutinize the four most fundamental determinations of being that Western thought has adumbrated: being as substance, especially in Greek ontology; being as reality, especially in the period from Descartes to Kant, and therefore in nineteenth- and twentieth-century science; the logic of being, in which Nicholson undertakes an ontological critique of mathematical logic; and being as the transformation of form--the key idea that runs from Christian patristics, through Hegel and Marx, to modern dialectics. Graeme Nicholson's new study is marked by its receptiveness to metaphysics in the traditional sense, and contains a critique of the deconstructionist effort to pass beyond metaphysics. It will be of interest to professional philosophers and to theologians, as well as to graduate students and to members of the general public interested in philosophical arguments about the nature of being.
Notes: Includes bibliographical references (p. 280-288) and index.