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In 2003, philosopher Nick Bostrom proposed the simulation argument, which suggests that if a civilization becomes capable of creating conscious simulations, it could generate so many simulated beings that a randomly chosen conscious entity would almost certainly be in a simulation.
Convinced by the argument, Pascal gives the mugger the wallet. In one of Yudkowsky's examples, the mugger succeeds by saying "give me five dollars, or I'll use my magic powers from outside the Matrix to run a Turing machine that simulates and kills 3 ↑ ↑ ↑ ↑ 3 {\displaystyle 3\uparrow \uparrow \uparrow \uparrow 3} people".
Infinite regress, also represented within the regress argument, is closely related to the problem of the criterion and is a constituent of the Münchhausen trilemma. Illustrious examples regarding infinite regress are the cosmological argument, turtles all the way down, and the simulation hypothesis. Many philosophers struggle with the ...
The experience machine or pleasure machine is a thought experiment put forward by philosopher Robert Nozick in his 1974 book Anarchy, State, and Utopia. [1] It is an attempt to refute ethical hedonism by imagining a choice between everyday reality and an apparently preferable simulated reality.
One of the first objections raised by opponents of the Frankfurt-style cases is the two-horned dilemma. This objection was most notably raised by philosophers such as Widerker, Ginet, and Kane. [7] [8] [9] The two-horned dilemma focuses on the connection between the agent's inclination and the agent's decision. This connection can be either ...
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This chicken Parmesan soup combines the rich flavors of a traditional chicken Parm—juicy seasoned chicken, tangy marinara sauce and savory Parmesan cheese—with the warmth and comfort of a soup.
The mere addition paradox (also known as the repugnant conclusion) is a problem in ethics identified by Derek Parfit and discussed in his book Reasons and Persons (1984). The paradox identifies the mutual incompatibility of four intuitively compelling assertions about the relative value of populations.