Sentence examples for multi effective from inspiring English sources

Thus, discovery of multi effective compounds instead of single targeting molecules is essential [ 45].

Figure 10 shows the impact of the Hurst parameter H on the upper bounds on multi-hops delay DD and multi-hops effective bandwidth ee in case of the self-similar microflows with the same Hurst parameters.

Next, we calculate the upper bounds on multi-hops delay DD, the multi-hops delay jitter ΔD and the multi-hops effective bandwidth ee of the three flows (Table 3) from the sensor node 1 to the sensor node 5.

Figure 10 The upper bounds on multi-hops delay (UBMD) DD (in s) and multi-hops effective bandwidth (UBMEB) ee (in Kb): (a) DD as a function of the Hurst parameter H for R = 100, T = 1, d = 2 and N = 10; (b) ee as a function of the Hurst parameter H for R = 100, T = 1, d = 2 and N = 10.

It can be difficult to cure these complex diseases effectively with Western medicines by using the "one disease, one target, one drug" approach, and there are growing expectations toward the "one disease, multiple targets, multiple drugs" approach with multi-effective drugs such as traditional medicines used in combination therapies with Western medicines.

It has been shown that for the active and multi-effective passive stills, daily productivity increases with the increase of wind velocity up to a typical velocity; beyond that, the productivity becomes insignificant for single-effect passive stills.

It combines an extended lamination theory for modeling the layered structure at the mesoscale with the Multi-particle Effective Field Method for describing the matrix-inclusion topology at the microscale.

Proposition 6 (upper bound on single-hop and multi-hops effective bandwidth): Assume a flow passes through the sensor node 1, node 2,..., node N in sequence, and the sensor node i offers the service curves of β(1), β(2),..., β(N to the flow, respectively.

As a result, we can obtain some numerical results about the upper bounds on ΔD by setting d1 = d2 =... = d N -1 = d = 0, and the impact of the service rate R, the latency T and the hops N on ΔD is similar to those on DD. Figure 9 shows the impact of the service rate R, the latency T and the hops N on the upper bounds on multi-hops effective bandwidth ee.

From the figure, we observe that multi-user transmissions are more energy-efficient than single-user transmissions; thanks to the multiplexing gain of the effective multi-input-multi-output (MIMO) channel.

Strong and effective multi-agency safeguarding arrangements do not just happen; they require an active commitment to collaboration and a common purpose, and must be supported by a system that sustains those partnerships and relationships.