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We first provide SSE, SSY, and SSO since the rest of the formulas are based on this formulas.
Based on this formulas, an algorithm is developed to determine iteratively the solutions of the Hamilton equations with a desired accuracy.
Consider the formula \ \phi\) in \ \L\): \[\phi(x):=\exists y (R_A x,y) \wedge R_B y,x))\] Then, the negation of \ \phi\) is: \(\neg\phi(x):=\forall y(R_A x,y)\rightarrow\neg R_B y,x))\): "all states \(x\) where any state \ y\) that Ann considers possible is such that Bob does not consider \(x\) possible at \ y\)." That is, this formulas says that "Ann believes that Bob's assumption is wrong".
What's gotta be understood is this: Formulas (formulae?) are for Julia Child recipes and hair-coloring, but never for Hollywood or Broadway fare.
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Noticing this formula.
This formula has worked".
-- all used this formula.
This formula is widely applicable.
This formula pertains equally to adult relationships.
Twenty years ago, this formula was golden.
There are multiple problems with this formula.
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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