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regressive proof

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  • Existence (Philosophy of) 2 — Philosophy of existence 2 Sartre Thomas R.Flynn Born 21 June 1905, in Thiviers (Dordogne), Jean Paul Sartre was raised in the Parisian home of his widowed mother’s parents. After his mother’s remarriage, he spent several years with her and his… …   History of philosophy

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  • Münchhausen Trilemma — The Münchhausen Trilemma (after Baron Münchhausen, who allegedly pulled himself (and the horse he was sitting on) out of a swamp by his own hair), also called Agrippa s Trilemma (after Agrippa the Skeptic), is a philosophical term coined to… …   Wikipedia

  • Supply-side economics — is an arguably heterodox school of macroeconomic thought that argues that economic growth can be most effectively created using incentives for people to produce (supply) goods and services, such as adjusting income tax and capital gains tax rates …   Wikipedia

  • Milton, John — born Dec. 9, 1608, London, Eng. died Nov. 8, 1674, Chalfont St. Giles, Buckinghamshire English poet. A brilliant youth, Milton attended Cambridge University (1625–32), where he wrote poems in Latin, Italian, and English; these included L Allegro… …   Universalium

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  • Μ-recursive function — In mathematical logic and computer science, the μ recursive functions are a class of partial functions from natural numbers to natural numbers which are computable in an intuitive sense. In fact, in computability theory it is shown that the μ… …   Wikipedia

  • Predicted effects of the FairTax — The Fair Tax Act (USBill|110|HR|25/USBill|110|S|1025) is a bill in the United States Congress for changing tax laws to replace the Internal Revenue Service (IRS) and all federal income taxes (including Alternative Minimum Tax), payroll taxes… …   Wikipedia

  • Australian tort law — Tort law in Australia is the body of precedents and, to a lesser extent, legislation, that together define the operation of tort law in Australia. A tort is a civil wrong, other than a breach of contract. Tort law is a way in which the law can… …   Wikipedia

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