Sentence examples for sum of constraint from inspiring English sources

Through comparing two infeasible solutions, the chosen is the one with the lower sum of constraint violation.

The sum of constraint violation for a solution given by begin{aligned} text {CV}(x)=max left( sum _{j=1}^N w_j x_j -C,0right) end{aligned} (15)The flowchart of the proposed IBBA-RSS algorithm is shown in Fig. 6, where the changes are highlighted.

COMDE also includes a modified constraint handling technique based on feasibility and the sum of constraints violations.

Notice that the degree of separation D(i*) of node i* is the sum of the incident constraints values for each node.

Furthermore, in view of Theorem 3, when the sum complexity constraint of the SCC-ET-FSD satisfies C n ♯ = nτ as (32), the detection outage incurs performance degradation that vanishes considerably fast with increasing ρ, in which case the error probabilities of the SCC-ET-FSD for each user and the ML detector have a vanishing gap as (35).

2. 1 < p < ∞, peak and sum power constraints (PSPC): When the value of p is appropriately chosen, this satisfies the sum power constraint of the whole system and the peak power constraint of the individual antenna.

We cannot have more simultaneous transmissions than the total number of channels we are using; triangle constraint: sum of edges between any three nodes cannot exceed 1. Constraint (6) is illustrated in Figure 7, and is something we call the Triangle Constraint.

Both cases of sum power constraint and individual power constraints at the source and at the relay are addressed.

We cannot have more simultaneous transmissions than the total number of channels we are using;   (6) triangle constraint: sum of edges between any three nodes cannot exceed 1.  . nonnegativity: all.

This chapter firstly addresses topology optimization including aspects such as relaxation, the checkerboard effect, the variable density method (VDM), the solid isotropic material with penalization (SIMP) interpolation schema, the sum of reciprocal values (SRV) constraint, design sensitivity analysis (DSA), and homogenization-based optimization (HBO).

In metabolite flux minimisation, a nonessential metabolite is identified as a metabolite with a minimum flux sum of zero under the constraint of optimal biomass flux.