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The static reachability relation ({{{,mathop {Longrightarrow }limits ^ subseteq {{wp }}(S _{mathrm{fin}} times {{wp }}(S _{mathrm{fin}}) is the least relation such that (S_1{{{,mathop {Longrightarrow }limits ^ S_1) and if (S_1 {{{,mathop {Longrightarrow }limits ^ S_2) and (S_2 {{{,mathop {Longrightarrow }limits ^{t},}}} S_3), then (S_1 {{{,mathop {Longrightarrow }limits ^ S_3).
A process p is well-formed if ({{mathrm{wf}}(p)}) holds, and ({{mathrm{wf}}(p)}) holds if the auxiliary relation (with the same name, with abuse of notation) ({{mathrm{wf}}(p, emptyset )}) holds; the auxiliary relation ({{mathrm{wf}}(p, I }), where the second parameter is a set of constants, is defined as the least relation induced by the axioms and rules of Table 7.
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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