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In this manner, Wittgenstein defines both a mathematical calculus and a mathematical proposition in epistemic terms.
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From analyzing all the literature, it has been observed that the proposed models are based on computational, numerical analysis and complex mathematical calculus.
To say this would not imply endorsing promiscuity or abandoning the Christian ideals of chastity and fidelity.The church can retort that its concern is with intrinsic right and wrong, not with a mathematical calculus of effects.
Unlike many or most philosophers of mathematics, Wittgenstein resists the 'Yes' answer that we discover truths about a mathematical calculus that come into existence the moment we invent the calculus [ PR §141), (PG 283, 466), (LFM 139)].
Leibniz conceived of logic as a mathematical calculus.
In 1812 they founded the Analytical Society of Cambridge to introduce continental methods of mathematical calculus into English practice.
The only issue is the pragmatic utility, or otherwise, of any given mathematical calculus.
In particular, if there are undecidable mathematical propositions (as Brouwer maintains), then at least some mathematical propositions are not propositions of any existent mathematical calculus.
For Wittgenstein, however, it is a defining feature of a mathematical proposition that it is either decided or decidable by a known decision procedure in a mathematical calculus.
On the professional front, Condorcet's success in the science of mathematical calculus came early, resulting in his appointment to the Royal Academy of Sciences in 1769.
As radical as the respective #3s are, Brouwer and Wittgenstein agree that an undecided φ is a mathematical proposition (for Wittgenstein, of a particular mathematical calculus) if we know of an applicable decision procedure.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com