Sentence examples for continuously define from inspiring English sources

Exact(1)

Our data model enables users to continuously define flexible, ad hoc, and loosely structured metadata, for information sharing in specific research projects and purposes.

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By always positioning art within a landscape, the work is continuously defined by its surroundings: its scale, its expanse, its relationship to the sky and to the horizon, to the desert and to the terrain.

The aim of the multi-channel sampling expansion (MSE) is the reconstruction of an unknown continuously defined function f(t), from the samples of the responses of m linear time invariant (LTI) systems, each sampled by the 1/m th Nyquist rate.

To reduce energy and enzyme costs and produce continuously defined hydrolysates, the enzymes need to be stabilized.

The reconstruction of an unknown continuously defined function from the samples of the responses of linear time-invariant (LTI) systems sampled by the th Nyquist rate is the aim of the generalized sampling.

First, with the sample containing just 83 (8.8%) people with reported diabetes diagnosis, statistical power to detect a significant interaction for the binary outcome was limited, whereas the power was higher for continuously defined HbA1c.

Based on one-tailed Fisher's exact test and Benjamini Hochberg method [11], both P-value and adjusted P-value (FDR) for each 25-bp window are calculated continuously to define significant sequence windows (FDR ⩽ 0.05).

Let (xin R^{n}) and (Q t)) be a (ntimes n) continuously matrix defined on R.

Then Ψ u is a solution to the integral equation ∫ Ω ϕ 0 Ψ u u 2 d x = ∫ Ω ( ϕ 0 + φ u ) φ u u 2 d x. and Ψ u ≤ 0. Since the map Φ : u ∈ H 0 1 → φ u ∈ H 0 1 is continuously differentiable, we define the reduced C 1 functional K ( u ) : = I ( u, φ u ).

If V : R × C → R is continuously differentiable, we define the Caputo fractional derivative D t 0 α c V ( t, ϕ ) along the solution x t = x t ( t 0, φ ) of (2.1 - 2.2 2.1 - 2.2 α c V ( t, x t ) = 1 Γ ( 1 − α ) ∫ t 0 t ( t − s ) − α V ′ ( s, x s ) d s.

If V : R × C → R is continuously differentiable, we define the Caputo fractional derivative D t 0 γ c V ( t, ϕ ) along the solutions of (3.1 - 3.2 3.1 - 3.2 γ c V ( t, x t ) = 1 Γ ( 1 − γ ) ∫ t 0 t ( t − s ) − γ V ′ ( s, x s ) d s. (3.3).

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