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Note that, as seen in Example 3.7, the sequence ( f n ) n does not have any subsequence, uniformly (backward) convergent in the usual sense, and so the thesis of Theorem 3.10 is false.
This is enough as, by Proposition 8, we know that (|mathrm{sub}(p)| ge |mathrm{sub(dom}(m_0))|); moreover, by Proposition 1, sub(p) is finite and so the thesis follows trivially.
A related reply is that the item to which the objector points is sufficient for value only insofar as it is an instance of pleasure, so the thesis that pleasure is necessary for value again remains unscathed.
Even so, the thesis of the momentariness of human existence has had a recent defender in Derek Parfit (1984), who asks what sort of principle could unify the temporal stages sufficiently closely to be worth calling identity.
If (p = underline{alpha }.p'), then ({{mathrm{wf}}(p, I }) holds if there exists no (beta in mathcal {G}) such that (beta in mathrm{ns}(p, I)) and (overline{beta } in mathrm{ns}(p, I)); by Lemma 1, (mathrm{ns}(p, I) = mathrm{ns(dom}({mathrm{dec}}(p, I)), I)), and so the thesis follows trivially.
This forbidding estate, built with the best of intentions to house the labouring masses, had – so the thesis went – gone downhill in the 1980s and 90s because estates such as this were inherently flawed.
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Of course, they might not be disguised descriptions that are world-indexed, too (a popular objection is discussed below in §2.3.2; for more objections, see Soames 2002, pp. 39ff).; but the point here is that so far as the thesis that names are rigid designators is concerned, the matter could go either way.
If so, then the thesis works best as a powerful metaphor rather than as literal truth.
So goes the thesis of Joost Schreve, the former head of mobile for TripAdvisor, who left the company last November and started his own startup, KimKim, in December.
So runs the thesis of Yayné's 'IDFWU'IDFWU
So, the supervenience thesis is widely accepted.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com