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"This is a good time of year for looking backwards," Monty Woolley, playing a jovial professor, says in THE BISHOP'S WIFE (1947), and the movie itself proves the assertion.
This proves the assertion.
This proves the assertion of the lemma.
From (3.3) it now follows that the coefficients exist and are uniquely determined, which proves the assertion.
This proves the assertion (3.2) of Theorem 1. Next, in order to prove the assertion (3.4) of Theorem 1, it suffices to show that inf | z | < 1 { Re ( Ψ ( z ) ) } = Ψ ( − 1 ).
Reliability (3.7) implies whereas efficiency (4.6) leads to The combination of the last three estimates proves the assertion.
Similar(53)
Applying this software we have found the parameter curves of Hopf bifurcation e H (M), l H (M); s H (M) for fixed values of other parameters of the model (see Additional file 4); it proves the assertions of the Statement.
Prove the assertion by contradiction.
Then we proved the assertion (3).
Next we prove the assertion (ii).
Now, we prove the assertion (2).
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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