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Act utilitarianism is based on the principle of utility, which is the basis of all utilitarian theories and is best summed up in Bentham's well-known phrase, "the greatest happiness for the greatest number".
The book contains several of Bentham's most best-known quotations. In Chapter 1, "Of the Principle of Utility," Bentham describes how actions are motivated by the desire for pleasure and are right insofar as they create utility or happiness: "Nature has placed mankind under the governance of two sovereign masters, pain and pleasure.
The word utility is used to mean general well-being or happiness, and Mill's view is that utility is the consequence of a good action. Utility, within the context of utilitarianism, refers to people performing actions for social utility. By social utility, he means the well-being of many people.
The concept of measuring hedonic utility arose in Utilitarianism, with Classical Utilitarians acknowledging that the actual pleasure might not be easy to express quantitatively as a numeric value. Bentham, the early proponent of the concept, declared that the happiness is a sequence of episodes, each characterized by its intensity and duration ...
This is what Bentham and Mill call "the principle of utility" or "the greatest-happiness principle." Both Bentham and Mill thus endorse "classical" or "hedonistic" forms of utilitarianism. [4] The key distinction between Mill- utilitarianism- and Bentham, The Principles of Morals and Legislation, is quantity and quality of happiness. Here Mill ...
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Bentham defined as the "fundamental axiom" of his philosophy the principle that "it is the greatest happiness of the greatest number that is the measure of right and wrong." [6] [7] He became a leading theorist in Anglo-American philosophy of law, and a political radical whose ideas influenced the development of welfarism.
Rule utilitarianism is a form of utilitarianism that says an action is right as it conforms to a rule that leads to the greatest good, or that "the rightness or wrongness of a particular action is a function of the correctness of the rule of which it is an instance". [1]