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Exact(3)
Let G3 be a constant number.
Let ((X,F,P)) be a probability space and (p in [0,1]) be a constant number, where (X = { 0,1}) is a sample space, (F = { emptyset,{ 0},{ 1},{ 0,1} }) is a set of events and P is a probability measure on set F satisfying (P emptyset ) = 0), (P({ 0} ) = p), (P({ 1} ) = 1 - p) and (P({ 0,1} ) = 1), respectively.
By Lemma 1, there can only be a constant number of black positions in u; finding the black positions using NB takes time proportional to their number.
Similar(57)
where is a constant number.
where C is a constant number.
As we know that x is fixed and so f ( x ) is a constant number.
Note that x is fixed and so f ( x ) is a constant number.
Let ℑ(Y i (t), t) = G2, where G2 is a constant number.
θ ((0 < theta le 1)) is a constant number of prey using refuges.
Besides the power component a ∗ t b, there is a constant number c added to the power function.
for all, where is a constant number, then there exists a unique quadratic mapping such that (2.21).
More suggestions(16)
be a fixed number
be a finite number
be a prime number
be a low number
be a minimum number
be a large number
be a good number
be a complex number
be a reasonable number
be a real number
be a constant matrix
be a substantial number
be a considerable number
be a negative number
be a sufficient number
be a positive number
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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