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  1. William Paley's moral philosophy and the challenge of Hume: An enlightenment debate?*: Niall O'flaherty.Niall O'flaherty - 2010 - Modern Intellectual History 7 (1):1-31.
    This essay offers a reassessment of William Paley's Principles of Moral and Political Philosophy. It focuses on his defence of religious ethics from challenges laid down in David Hume's Enquiry Concerning the Principles of Morals. By restoring the context of theological/philosophical debate to Paley's thinking about ethics, the essay attempts to establish his genuine commitment to a worldly theology and to a programme of human advancement. This description of orthodox thought takes us beyond the bipolar debate about whether intellectual culture (...)
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  • Obedience to Rules and Berkeley's Theological Utilitarianism.Matti Häyry & Heta Häyry - 1994 - Utilitas 6 (2):233.
    According to what one might call ‘indirect” forms of utilitarian thinking, the proper end of all human action is the greatest happiness of the greatest number of individuals, but due to the fallibility of moral agents this end cannot, and must not, be directly pursued. Instead, according to at least one version of the indirect theory, moral agents have a duty to act in conformity with a set of general rules which, in their turn, have been designed to promote the (...)
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  • Social utilitarianism in the philosophy of mo Tzu.Alice Lum - 1977 - Journal of Chinese Philosophy 4 (2):187-207.
  • A unifying field in logics: Neutrosophic logic.Florentin Smarandache - 1999 - In [Book Chapter].
    The author makes an introduction to non-standard analysis, then extends the dialectics to “neutrosophy” – which became a new branch of philosophy. This new concept helps in generalizing the intuitionistic, paraconsistent, dialetheism, fuzzy logic to “neutrosophic logic” – which is the first logic that comprises paradoxes and distinguishes between relative and absolute truth. Similarly, the fuzzy set is generalized to “neutrosophic set”. Also, the classical and imprecise probabilities are generalized to “neutrosophic probability”.
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