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Now you are probably thinking, If I where to do this, where do I start?
We pre-compute a domain's persistence p as: (10) p (a i, b i, Γ ) = ∑ γ ∈ Γ δ i where δ i = 1 if [ a i, b i ] ∈ D γ 0 otherwise.
If S = I, where I denotes the identity, then Theorem 2.2 is reduced to the following.
"I have enough investments where if I put in $2 million, I expect $20 million back.
"I'm in position where, if I get a hot round, I can make up ground," he said.
"Like me, I am in a position where if I don't get results I will get criticised and I have to take it on the chin.
But I don't do crazy stuff, where if I fail I die".
I'm in a position where, if I get an opportunity, I have to take it.
"I'm at the stage where if I'm learning anything, I would rather do it independently.
"But I'm in a position where if I get a hot round, I can make up the ground".
I'm in a business where if I don't consistently produce, I don't earn.
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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