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In a probabilistic theory the limiting cases of a probability equal to 1 or 0 are equivalent to asserting that the corresponding proposition (e.g., "the system has property $P$") is, respectively, true or false.
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Hence, by Lemma 2.1 we can assert that the corresponding multiscaling function (varPhi) is symmetric about the point (a=frac{l}{2}).
Possibility claims have corresponding meta-claims asserting that the denial of the indicative is not nomological.
This is done by expressing K and α in disjoint languages, asserting that the languages agree on the truth values of corresponding atoms wherever consistently possible, and then re-expressing the result in the original language of K.
Lemma 8.8 below asserts that (B0)–(B1) imply the reduction axiom (A2).
The Cancun agreement asserts that adaptation must be given the same priority as mitigation (I.2 (b)).
We now assert that is bounded on the set.
The Wong Zakai theorem asserts that ODEs driven by "reasonable" (e.g. piecewise linear) approximations of Brownian motion converge to the corresponding Stratonovich stochastic differential equation.
The fact asserts that implies.
Clearly, the title asserts that children are vital assets to our society.
The field asserts that landscape and habitat features largely determine dispersal and gene flow.
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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