Sentence examples for achieve its minimum from inspiring English sources

Suggestions(1)

The phrase "achieve its minimum" is correct and usable in written English.
It can be used in contexts where you are discussing reaching the lowest point or least amount of something, such as in mathematics, economics, or performance metrics.
Example: "The company aims to achieve its minimum production costs by optimizing its supply chain."
Alternatives: "reach its lowest point" or "attain its minimum level."

Exact(7)

From (19), it appears that the interference probability can achieve its minimum if and only if δA=δB=δR=δ, where (varphi = frac {{delta - 1}}{{sqrt {{{left ({delta + 1} right)}^{2}} - 4{rho ^{2}}}elta }}}}).

This result means that, if there is at least one SU ℓ that cannot achieve its minimum requirement (R^{min}_{ell }) even if it were the only SU in the system, the problem (DP 1) is infeasible.

In a statement on its Web site, the club said, "In the light of recent results, the board is concerned that the club may not achieve its minimum targets for the season, and has accordingly resolved to take appropriate action".

The outage probability means the proportion of the users who do not achieve its minimum rate requirement.

From (2.7), the strict convexity and the continuity of (J cdot)), (J cdot)) must achieve its minimum at a unique point in ({mathscr{H}}).

The objective of problem (32) can achieve its minimum when the BS filter and the relay filter are constructed as follows: (33).

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Similar(53)

It had been illustrated in [13] that fEDE ν, a3) achieves its minimum when ν = ± ε and a3 = g3 with g3 being the optimal weighting vector that can completely cancel the I/ Qimbalance and DCO in received signal [13].

In particular we prove that I achieves its minimum on the constraint {u∈H1 R3):‖u‖2="ρ} for every sufficiently small ρ>0.

The untangling procedure uses a combination of direct node placement based on geometric computation of the feasible set, and node repositioning driven by numerical optimization of an objective function that achieves its minimum on a valid mesh.

Moreover, it is demonstrated that the optimal length of the paired lateral has achieved its minimum value, for a particular concave shape, at what corresponds to a paired lateral length 6.6% lower than that for straight paired laterals.

Consider now the case in which the MIMO channel capacity achieves its minimum value.

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