Sentence examples for exhaustive on from inspiring English sources

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Exact(9)

But the note said the deliberations had been "complete, if not exhaustive" on all evidence and testimony in the trial, which began on Oct. 15.

But despite his 58 years of credits, Mr. Dotrice's bio is most exhaustive on what what he calls his greatest accomplishment: bringing baseball to the Royal Shakespeare Company.

Although "The Amy Vanderbilt" is exhaustive on the subject of wedding planning and protocol, and even includes a sample of a tactful thank-you note for a plastic reindeer—"Dear Fiona:..

Although "The Amy Vanderbilt" is exhaustive on the subject of wedding planning and protocol, and even includes a sample of a tactful thank-you note for a plastic reindeer — "Dear Fiona:.

Due diligence doesn't have to be exhaustive on a debut fund, but it should also not be de minimis.

This is a focused review and by no means exhaustive on the topic of NGS in common complex diseases.

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Similar(49)

By condition (H′), this subnet has a sub-subnet ( f λ κ ζ ) ζ ∈ Λ, ( R O F ) -convergent to a function f ∈ R X and ℱ-exhaustive on X.

(H′) every ( R O F ) -convergent net ( h λ ) λ ∈ Λ in Φ has a subnet ( h λ ξ ) ξ ∈ Λ, ( R O F ) -convergent (in R X ) and ℱ-exhaustive on X, then Φ is ( c F ) -compact.

Proposition 3.4 Let ℱ, X, R be as in Theorem  3.2, f λ : X → R, λ ∈ Λ, be a function net, ℱ-exhaustive on X and ( R O F ) -convergent to f ∈ R X on X.

Theorem 3.2 Under the same notations and assumptions as in Theorem  3.1, suppose that f λ : X → R, λ ∈ Λ, ( R O F ) -converges to f : X → R on X with respect to a single ( O ) -sequence ( σ p ∗ ) p in Y. Then the following are equivalent: (i) ( f λ ) λ is weakly ℱ-exhaustive on X;   (ii) f is globally continuous on X.  . ( f λ ) λ is weakly ℱ-exhaustive on X; f is globally continuous on X.

It is easy to see that ( f n ) n ( O F ) -converges pointwise to 0 ̲ with respect to an ( O ) -sequence independent of x ∈ X (for example, σ p = 1 p ̲, p ∈ N ) and thus, by Theorem 3.2, ( f n ) n is weakly ℱ-exhaustive on [ − 1, 1 ].

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