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Exact(13)
Let ([a,b]) be a finite interval.
Let, be a finite interval on the real axis.
Let ([a,b]) be a finite interval of the real line (mathbb{R} ).
Definition 4.1 Let Ω = [ a, b ] be a finite interval of the real axis.
Let be a finite interval, and let and be integral equations in which is a nonlinear integral map.
Let ([a,b]) ((-infty < a< bbe a finite interval on the real axis (mathbb{R}).
Similar(47)
Generally, the piecewise polynomial is considered, and [a,b]⊂R is a finite interval.
quad alpha ^{2}neq 1, ([ a,b ] ) is a finite interval, α is a real number, and c is a discontinuity point in ([ a,b ] ).
Indeed, since p,ε∈ 0,1), I=[−|K|−|J|,|K|+|J|] is a finite interval, by the result of the previous Lemma, (w_{i}^{(n)}(boldsymbol {y})in I) for all i and n.
Let I be a finite closed interval [ m, M ] on R and C ( I ) the space of all continuous real-valued functions defined on I.
Let, be a finite or infinite interval of the real line and.
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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