ONE Setting the Scene Ethics is central to modern life. Lawyers, accountants, doctors, nurses, the police, members of the armed forces, social workers and many others are required to study ethical issues as part of their training.

Many people who dismiss belief in God do so because this question seems to have no answer. Either God has the power to prevent evil and is cruel enough not to, or does not have the power and is not worth believing in. Peter Vardy's incisive new book sets out to explain the issues on the sides of believers and non-believers, drawing upon the work of both secular and religious writers. Complex arguments are expressed in clear and entertaining language, even (...) as Vardy invites us to reach new and often startling conclusions. (shrink)

Challenges the contemporary materialist and post-truth world view and provides a challenging alternative.

Vardy (philosophy, U. of London) summarizes the main features of many of the central debates concerning God's reality and how God is to be understood. Among the views he includes are realist, cosmological, ontological, the design argument, religious experience, prayer, omnipotence and omniscience, God's action in the world, miracles, and eternal life. Summaries and questions for each chapter would support classroom use. First published by Fount in London. Paper edition (unseen), $18.95. No index. Annotation copyrighted by Book News, Inc., Portland, (...) OR. (shrink)

Peter Vardy explains the philosophic process that has led to post-modernism - with its rejection of a single truth - and charts the political, social, environmental and personal consequences of undermining the distinction between truth and falsity.

What on Earth does metamathematics have to do with dialectics? One may justifiably find the association of these concepts dubious. Metamathematics, the foundational science of mathematics, seeks to grasp the conditions under which a contradiction-free science of quantity is possible. The following essay would like to show, in taking up the foundational reflections proper to metamathematics, that the principal anchoring of consistent mathematical objectivations presupposes a ground which not only founds these, but at the same time surpasses them in principle. (...) Such an immanent movement of the principal presuppositions of a spiritual construct is what Hegel understood by a dialectical development. Yet it is not my concern here to provide a Hegel-interpretation, but rather to demonstrate a development in the Hegelian sense with respect to a science. Only what is astonishing here is that it should be possible to show such a development precisely with respect to mathematics, a form of the human spirit extremely remote from dialectics. And yet this development also has to be understood dialectically: knowledge can neither avoid the quantitatively unambiguous nor be content with it. (shrink)