Part of a series on Utilitarianism Predecessors Epicurus David Hume  William Godwin  Francis Hutcheson People Jeremy Bentham  John Stuart Mill Henry Sidgwick  Richard Mervyn Hare  Peter Singer Types of utilitarianism Preference  Rule  Act Two-level  Total  Average Relative  Negative  Hedonism Enlightened self-interest Key concepts Pain  Suffering  Pleasure Utility  Happiness  Eudaimonia Consequentialism  Felicific calculus Problems Mere addition paradox Paradox of hedonism Utility monster Related topics Rational choice theory  Game theory Social choice  Neoclassical economics   Politics portal v d e

Marvel Comics in September 2011
Marvel Comics have released their full solicitations for September 2011, which will be the titles that go head-to-head with DC's 52 relaunch titles. What have they got planned? FEAR ITSELF #6 (of 7) Written by MATT FRACTION Penciled by STUART IMMONEN Cover by STEVE McNIVEN Variant Cover by ST...

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Talk:Mere addition paradox - Wikipedia, the free encyclopedia
The mere addition of people to group A, to get A Plus, can't be bad, ... But the Mere Addition Paradox is a theoretical matter. It's a thought experiment. ...
The mere addition paradox is a problem in ethics identified by Derek Parfit and appearing in his book Reasons and Persons (1984). The paradox identifies apparent inconsistency between three seemingly true beliefs about population ethics by arguing that utilitarianism leads to an apparent overpopulated dystopian world. Contents 1 The Paradox 1.1 Going from A to B 1.2 The Repugnant Conclusion 2 Objections to and resolutions of the paradox 3 See also 4 External links 5 References The Paradox


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CHAPTER 19: THE MERE ADDITION PARADOX
Mere Addition Paradox (Second Version): Unlike the first version of the paradox, the second gets us something very much like the Repugnant Conclusion: ...
The paradox arises from consideration of four different possibilities. The following diagrams show different situations with each bar representing a population. The group's size is represented by column width and the group's happiness represented by column height. For simplicity in each group of people represented everyone in the group has exactly the same level of happiness though Parfit did not consider this essential to the argument.


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UNU-WIDER : Another Mere Addition Paradox?
WP/120 Another Mere Addition Paradox? Some Reflections on Variable ... one way of modifying the indexes to satisfy the no mere addition axiom with the FGT. ...
In situation A everyone is happy.


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http://www.repugnant-conclusion.com/reasons-persons.html
Agoraphilia: Deontology Meets the Mere Addition Paradox
Derek Parfit's "Mere Addition Paradox" (MAP) shows how both total and average utilitarianism can lead to bizarre and (seemingly) unpalatable conclusions. ...
In situation A+ there are the extra people. There is the same population as in A and another population of the same size which is less happy but whose lives are nevertheless worth living. The two populations are entirely separate that is they cannot communicate and are not even aware of each other. Parfit gives the example of A+ being a possible state of the world before the Atlantic was crossed and says that A in that case represents an alternative history in which the Americas had never been inhabited by any humans.


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The Repugnant Conclusion (Stanford Encyclopedia of Philosophy)
Maximin ranks A+ as worse than A and thus stops the Mere Addition Paradox in its first step. ... a prima facie case that egalitarian concerns can solve the Mere Addition Paradox. ...
In situation B- there are again two separate populations of the same size as before but now of equal happiness. The increase in happiness of the right-hand population is greater than the decrease in happiness of the left-hand population. Therefore average happiness in B- is higher.

Normative Population Theory
One might find this satisfactory in the case of the Mere Addition Paradox but consider a ... the axiological Mere Addition Paradox (which he calls "the Goodness Paradox"), the ...
Finally in situation B there is a single population whose size is the sum of the two populations in situation B- and at the same level of happiness. Going from A to B

The mere addition paradox, parity and critical-level ...
sense of a well-known solution to Parfit's mere addition paradox' ... With this system of relations in place, we can solve Parfit's mere addition ...
The difference between the situations A and A+ is only in the existence of extra people at a lower level of happiness. If the two populations were known to each other and were aware of the inequality this would arguably constitute social injustice. However as they do not Parfit says this represents a Mere Addition and it seems implausible to him that it would be worse for the extra people to exist. Thus he argues A+ is not worse than A.

Larry S. Temkin, Intransitivity and the mere addition paradox ...
Parfit's Mere Addition Paradox seems to show that we must give up one of three ... Parfit's Mere Addition Paradox ' suggests that defenders of this ...
Furthermore there are the same numbers of people on both sides of the divide in situation B- as there are in situation A+. The average happiness in B- is higher than A+ (though lower than A). Since A+ and B- have the same number of people and because there is a greater level of equality and average happiness in B- it seems that all things considered B- is better than A+. But the situations B- and B are the same except the communication gap is removed. It seems that B is at least as good as B-. The Repugnant Conclusion

Intransitivity and Future Generations: Debunking Parfit's Mere ...
However, the heart of the mere addition paradox remains: the time-extended view still ... mere addition paradox by giving up one of the three intransitive ...
We can then repeat the argument and imagine another divide and ask if it would be better for more extra people to exist unknown to the people in B and so on as before. We then arrive at a situation C in which the population is even larger and less happy though still with lives worth living. And if we agree that B is not worse than A then we would conclude in the same fashion that C is not worse than B. But then we could repeat that argument again finally arriving at a situation Z in which there are an enormous number of people whose lives are worth living but just barely. Parfit calls this the Repugnant Conclusion and says that Z is in fact worse than A and that it goes against what he believes about overpopulation to say otherwise. This is a contradiction but it is not clear how to avoid it. Objections to and resolutions of the paradox The paradox is immediately resolved by the conclusion that the "better than" relation is not transitive meaning that our assertion that B- is better than A by way of A+ is not justifiedit could very well be the case that B- is better than A+ and A+ is better than A and yet A is better than B-. This is of course incompatible with any form of utilitarianism. Temkin argues for this approach. The paradox can be defeated by asserting that A+ is actually worse than A in other words that adding people of less-than-average happiness into the world makes the overall situation worse. This is the conclusion of "average utilitarianism" which aims at maximizing average happiness. However this solution may commit one to the position that it is actually bad for people of less than average happiness to be born even if their lives are worth living. Another position might argue for some threshold above the level at which lives become worth living but below which additional lives would nonetheless make the situation worse.citation needed Parfit argues that for this position to be plausible such a threshold would be so low as to apply only to lives that are "gravely deficient" and which "though worth living ... must be crimped and mean." Parfit calls this hypothetical threshold the "bad level" and argues that its existence would not resolve the paradox because population A would still be better than an enormous population with all members having lives at the "bad level." This section's factual accuracy is disputed. Please help to ensure that disputed facts are reliably sourced. See the relevant discussion on the talk page. (August 2008) Parfit also considers an objection where the comparison between A+ and B- is attacked. The comparison between A and A+ was partly dependent on their separation. Thus A+ and B- might simply be incomparable. Parfit gives the Rich and Poor example in which two people live in separate societies and are unknown to each other but are both known to you and you have to make a choice between helping one or the other. Thus despite their separation it is meaningful to ask whether A+ is better than B- or not. One could deny that B- is better than A+ and therefore neither is B. But this rejection implies that what is most important is the happiness of the happiest people and commits one to the view that a smaller decrease in the happiness of the happiest people outweighs a bigger increase in the happiness of less happy people at least in some cases. Parfit calls this the Elitist view. Of course one can simply accept the Repugnant Conclusion. Torbjrn Tnnsj argues that we have a false intuition of the moral weight of billions upon billions of lives "barely worth living". He argues that we must consider that life in Z would not be terrible and that in our actual world most lives are actually not far above and often fall below the level of "not worth living". Therefore the Repugnant Conclusion really isn't so repugnant. See also Average and total utilitarianism Carrying capacity and ecological footprint A Theory of Justice by John Rawls Minimax Overpopulation Utility monster Sorites Paradox External links The Repugnant Conclusion (Stanford Encyclopedia of Philosophy) Alex Tabarrok's The Philosophical Cow (an application to the animal rights issue) References Parfit Derek. Reasons and Persons ch. 17 and 19. Oxford University Press 1986. Temkin Larry. Intransitivity and the Mere Addition Paradox Philosophy and Public Affairs Vol. 16 No. 2 (Spring 1987) pp. 138187 Tnnsj Torbjrn. Hedonistic Utilitarianism. Edinburgh University Press 1988. Contestabile Bruno. On the Buddhist Truths and the Paradoxes in Population Ethics Contemporary Buddhism Vol. 11 Issue 1 pp. 103113 Routledge 2010