Summary

• Objects (1 modified, 1 added, 0 removed)
  • Caselist.CitesClass[73]
  • Caselist.CitesClass[74]

Details

Caselist.CitesClass[73]

EntryDate

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1		-2017-02-18 03:45:16.717
	1	+2017-02-18 03:45:16.0

Caselist.CitesClass[74]

Cites

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	1	+====Moral disagreement means epistemic reliability must be the starting point for ethics.====
	2	+Neil **Sinhababu '13** The Epistemic Argument for Hedonism, Associate Professor of Philosophy, National University of Singapore, Meta-Ethics, Philosophy of Action, Nietzsche, National University of Singapore
	3	+While widespread error leaves open the possibility that one has true beliefs, it reduces
	4	+AND
	5	+. (Thus the pronoun 'we' in 3, 6, and 8.)
	6	+
	7	+
	8	+====That means util—phenomenal introspection is most epistemically reliable.====
	9	+Neil **Sinhababu '13** The Epistemic Argument for Hedonism, Associate Professor of Philosophy, National University of Singapore, Meta-Ethics, Philosophy of Action, Nietzsche, National University of Singapore
	10	+Even though phenomenal introspection only tells me about my own phenomenal states, I can
	11	+AND
	12	+favors the kind of universal hedonism that supports utilitarianism, not egoistic hedonism.
	13	+
	14	+
	15	+====Thus, the standard is maximizing pleasure and minimizing pain. Additionally:====
	16	+
	17	+
	18	+====Moral substitutability is true and only consequentialism explains it.====
	19	+Walter **Sinnott-Armstrong '92** Dartmouth College Philosophical Perspectives, 6, Ethics, AN ARGUMENT FOR CONSEQUENTIALISM
	20	+Since general substitutability works for other kinds of reasons for action, we would need
	21	+AND
	22	+explain moral substitutability if it claims that properties like this provide moral reasons.
	23	+
	24	+
	25	+====We have no unified consciousness.====
	26	+**Parfit '84** (Derek, Reasons and Persons) brackets for gender
	27	+Some recent medical cases provide striking evidence in favour of the Reductionist View. Human
	28	+AND
	29	+, and can receive two different answers written by this person's two hands.

EntryDate

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	1	+2017-02-18 03:45:17.393

Judge

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	1	+cohen, debois, caldera

Opponent

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	1	+scarsdale gz

ParentRound

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	1	+36

Round

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	1	+Finals

Team

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	1	+Cambridge Rindge Sussman Neg

Title

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	1	+2 - util fw v3

Tournament

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	1	+harvard rr