(in a worthwhile way)
11Socrates — /sok reuh teez /, n. 469? 399 B.C., Athenian philosopher. * * * born с 470, Athens died 399 BC, Athens Greek philosopher whose way of life, character, and thought exerted a profound influence on ancient and modern philosophy. Because he wrote… …
12Polis and its culture (The) — The polis and its culture Robin Osborne INTRODUCTION ‘We love wisdom without becoming soft’, Thucydides has the Athenian politician Pericles claim, using the verb philosophein.1 Claims to, and respect for, wisdom in archaic Greece were by no… …
13Clandestine HUMINT asset recruiting — This article is a subset article under Human Intelligence. For a complete hierarchical list of articles, see the intelligence cycle management hierarchy. Concepts here are also associated with counterintelligence. This article deals with the… …
14Health and Disease — ▪ 2009 Introduction Food and Drug Safety. In 2008 the contamination of infant formula and related dairy products with melamine in China led to widespread health problems in children, including urinary problems and possible renal tube… …
15Arnold Resnicoff — Arnold E. Resnicoff Rabbi Arnold E. Resnicoff Religion Judaism Personal Nationality American …
16Progress (philosophy) — Historical progress has been a main object of philosophy of history. However, in particular following the Holocaust, the idea and possibility of social progress, which was a main idea of the Enlightenment philosophy, has been more and more put to …
17Geoffrey Pyke — Geoffrey Nathaniel Pyke (9 November 1893 ndash; 22 February 1948) was an English journalist; a spy and spy master; an educationalist and later an inventor whose clever, but unorthodox, ideas could be difficult to implement. In lifestyle and… …
18Embers — is a radio play by Samuel Beckett. It was written in English in 1957 and first broadcast on BBC Radio 3 on 24th June 1959. Donald McWhinnie directed Jack MacGowran – for whom the play was especially written [Bair, D., Samuel Beckett: A Biography… …
19Geometric algebra — In mathematical physics, a geometric algebra is a multilinear algebra described technically as a Clifford algebra over a real vector space equipped with a non degenerate quadratic form. Informally, a geometric algebra is a Clifford algebra that… …
20Comte and positivism — Robert Brown COMTE’S AIMS The chief aim of all of Auguste Comte’s publications, and the constant mission of his entire working life, was the improvement of human character through the perfecting of human society. He was convinced that the… …
