Sentence examples for o opt from inspiring English sources

We plot the performance gain of the maximal EE of TWRT over that of OWRT, i.e., max ( η EE - T opt ) max ( η EE - O opt ), in order to observe whether TWRT is more energy efficient than OWRT, and how much performance gain TWRT can achieve.

The optimal EEs of DT and OWRT in low traffic region can be obtained as η EE - D opt = 2 B B N 0 ε h a b 2 W ( ln 2 ) ( 2 η S E - D 1 opt + 2 η S E - D 2 opt ) + T P D c i, (37) η EE - O opt = 2 B B N 0 ε h e 2 W ( ln 2 ) ( 2 η S E - O 1 opt + 2 2 η S E - O 2 opt ) + T P O c i, (38).

O-phthalaldehyde (OPT; 4 mg and 10 mg) was dissolved in 10-N hydrochloric acid.

GSH levels were measured using o-phthaldialdehyde (OPT) as a fluorescent agent (22).

Indomethacin, bovine serum albumin (BSA), ethylene glycol-bis β-aminoethyl ether)-N,N,N',N'-tetraacetic acid (Eglycol-bis β-aminoethyline sulfate, o-phthalaldehyde (OPT), imipramine, acetylsalicylic acid (ASA, aspirin), and dimethyl sulfoxide (DMSO) were obtained from Siglycol-bis β-aminoethyl

To estimate of confidence intervals (CIs) of the parameter estimates, we approximated the likelihood function around the optimum with the Gaussian likelihood function where v = and v O = (λ opt, μ opt ) and C is the covariance matrix for the parameter estimates.

BATS Unknown (mathcal {O} nL)) (mathcal {O} nL)) >99%% of opt.

LC Unknown (mathcal {O} nL)) (mathcal {O} nL)) >98%% of opt.

Table 1 Comparison among EC/BATS/LC codes where achievable rates are evaluated over line networks with chunk transmission scheme given in [18] Design Causal encoding Encoding complexity Decoding complexity Achievable rates EC Support (mathcal {O}(n)) (mathcal {O} nL)) 91%% ∼ 97 % of opt.

Thus F opt = O x k max / Δ R. On the other hand, the selection process even for full search has the relay combination number which is proportional to F sel = O 2 R. Thus it is obvious that we have F opt ≫ F sel even if we use the well-developed optimization tools for optimal solution.

They also use the fact that nonconvexity can be expressed in terms of the crossings of paths connecting leaves of the same color to show that the recoloring problem can be solved in O(n4OPT) time, where OPT is the optimal number of uncolored leaves.