Diderot has been admired as a novelist, philosopher, and encyclopedist, but he is less well known as a writer of short fiction. This volume presents his five remarkable philosophical tales including "This Is Not a Story," "On the Inconsistency of Public Opinion Regarding Our Private Action," and "Supplement to Bougainville's Voyage," as well as "The Two Friends From Bourbonne" and "Conversation of a Father with His or the Danger of Setting Oneself Above the Law," both of which are here translated into English for the first time.
Author
Work on the Encyclopédie (1751-1772), supreme accomplishment of French philosopher and writer Denis Diderot, epitomized the spirit of thought of Enlightenment; he also wrote novels, plays, critical essays, and brilliant letters to a wide circle of friends and colleagues. Jean le Rond d'Alembert contributed. This artistic prominent persona served as best known co-founder, chief editor, and contributor. He also contributed notably to literature with Jacques le fataliste et son maître (Jacques the Fatalist and his Master), which emulated Laurence Sterne in challenging conventions regarding structure and content, while also examining ideas about free will. Diderot also authored of the known dialogue, Le Neveu de Rameau (Rameau's Nephew), basis of many articles and sermons about consumer desire. His articles included many topics. Diderot speculated on free will, held a completely materialistic view of the universe, and suggested that heredity determines all human behavior. He therefore warned his fellows against an overemphasis on mathematics and against the blind optimism that sees in the growth of physical knowledge an automatic social and human progress. He rejected the idea of progress. His opinion doomed the aim of progressing through technology to fail. He founded on experiment and the study of probabilities. He wrote several articles and supplements concerning gambling, mortality rates, and inoculation against smallpox. He discreetly but firmly refuted technical errors and personal positions of d'Alembert on probability.
