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Exact(60)
Let with, then there exists such that.
Suppose not, then there exists such that.
Take, then there exists such that (3.21).
Let and, then there exists such that.
Let, then there exists such that (3.7).
(2 If, then there exists that satisfies.
If, then there exists such that and.
If, then there exists such that (4.6).
where,, and, then there exists a constant such that (3.5).
Assume not, then there exists such that (2.4).
Then there exists (215).
More suggestions(16)
accordingly there exists
thus there exists
ultimately there exists
therefore there exists
even there exists
finally there exists
moreover there exists
however there exists
so there exists
lastly there exists
ago there exists
furthermore there exists
then there subsists
then there needs
next there exists
then there already exists
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com