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Further we write.
Further we write (z_{1} prec z_{2}) if only (h3) is satisfied.
Further, we write for those forms whose coefficients are in the usual Lipschitz space with exponent and write for this norm.
Further, we write Lip k for those forms whose coefficients are in the usual Lipschitz space with exponent k and write ∥ ħ ∥ Lip k, Θ for this norm.
Further, we write Lip k ( M, ∧ l ) for those forms, whose coefficients are in the usual Lipschitz space with exponent k and write ∥ ω ∥ Lip k, M for this norm.
Otherwise, we set R t) equal to 0. Further, we write Y t1),..., Y (t T ) for the observed responses, where T ≤ τ is the total number of measurement sets the subject gives rise to.
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Taylor explained further; "we wrote about how people follow shit and don't really think about what they're following".
Further, we shall write bs, cs for the spaces of all sequences associated with bounded and convergent series.
for suitable W, H and I. Further, we may write W l ± 1 j = W l j ± W x l j + O ( h 2 ), H l ± 1 j = H l j ± H x l j + O ( h 2 ) and I l ± 1 j = I l j ± I x l j + O ( h 2 ).
To further simplify the notation we write y i = I i /(Imax − I i ), keeping in mind that the values of y depend on Imax.
For convenience we further write (2.6).
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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