Sentence examples for decreasing curve from inspiring English sources

The graph of M in Fig. 5b visualizes this stripe as a shoulder in the exponentially decreasing curve M at HM.

But due to the different coding nature of the switching frames, the transition points of the "downstairs" may change that are required to be handled in such a way that the shape of "downstairs" is preserved and, i.e., a monotonically decreasing curve [20, 21].

f(M2) is a strictly decreasing curve contained within the unit square U = { 0,0); (1,0); (1,1); (0,1)} (indicated with dashed boundary in Figure 4a), g(M2) is a straight line with a positive slope.

The unstable manifold W u ( x ¯ ) is connected, and it is the graph of a continuous decreasing curve.

(a) In view of Theorem 3 there exist the global stable manifold (W^{s}(0,0)) and the global unstable manifold (W^{u}(0,0)), where (W^{s}(0,0)) is a graph of continuous decreasing curve and (W^{u}(0,0)) is a graph of continuous increasing curve and both manifolds are invariant sets.

(i) The stable manifold W s ( x ¯ ) is connected and it is the graph of a continuous increasing curve with endpoints in ∂ R. int ( R ) is divided by the closure of W s ( x ¯ ) into two invariant connected regions W + ("below the stable set"), and W − ("above the stable set"), where   (ii) The unstable manifold W u ( x ¯ ) is connected, and it is the graph of a continuous decreasing curve.

These profiles represent monotonically decreasing curves with higher intensity at the beginning of the reactor.

All the ratios are convex curves, indicating positive margins along decreasing curves in response to increasing subsidy rate.

The best values for RMSSTD, RS and (Gamma ) are selected as the first "elbow" in their monotonically increasing or decreasing curves (according to [10]).

These results are summarized in Table 3, where RMSSTD, RS and (Gamma ) are directly excluded due to the subjective process of defining the first "elbow" in their monotonically increasing or decreasing curves (according to [10]).

The decreasing curves in figure 2 a represent the optimal level of expression as a function of specific activity.