Sentence examples for suitable to show from inspiring English sources

Sensitivity analysis results show that (i) all proposed metrics are suitable to show the changes in the accuracy of solar forecasts with uniform forecasting improvements, and (ii) the metrics of skewness, kurtosis, and Rényi entropy are specifically suitable to show the changes in the accuracy of solar forecasts with ramp forecasting improvements and a ramp forecasting threshold.

The chosen test case is the design optimization of the basic plant configuration of an S-Graz cycle based power plant, as it is suitable to show the potentialities of the method.

But they are quickly adding to the index, and say that what they've grabbed so far is suitable to show off their technology.

Although such a study is generally suitable to show an association, it is not suitable to prove or disprove an etiological cause for disease.

Furthermore, the use of metabolic volumes defined by a threshold technique in clinical follow-up studies is suitable to show the effect of metabolic change due to therapy.

8 Overall, most conclusions are based on statistical correlations that are not suitable to show a causal relationship between hydroclimatological factors and cholera emergence.

Seeking a suitable venue to show movies, she met Peter and Paul Scatt, owners of Stolen Moments, a music studio, whose century-old building was once known as the Embassy Theater and presented burlesque performances.

Starting from this status, egress is simulated faster than real time, and the result visualized in a suitable fashion to show what is likely to happen in the next 15 min.

We give suitable examples to show how our results extend the well-known results of Alotaibi et al. [16], Bhaskar et al. [1] and Luong et al. [7] by significantly weakening the involved contractive condition.

In this section, we first present the local existence and uniqueness of the solution of model (1.3) and then use suitable estimates to show that the solution is global.

Next, we will use some suitable estimates to show that the solution can be extended to all t > 0. Let ( u, h ) be the solution to the problem (2) defined on t ∈ ( 0, T 0 ] for some T 0 ∈ ( 0, + ∞ ]. Then there exist constants C 1 and C 2 independent of T 0 such that 0 < u ( t, r ) ⩽ C 1, 0 < h ′ ( t ) ⩽ C 2 for  0 ⩽ r < h ( t ), t ∈ ( 0, T 0 ).