Sentence examples for most accurate approximation from inspiring English sources
Each known local patch belongs to the cluster whose nonlinear eigenspace can perform the most accurate approximation of its low- and high-frequency components.
That implies the fact that the calculations have to be repeated to obtain the most accurate approximation of distribution shown in tables above.
In the sequel, we always assume n ≥ 2. We need to find the value a 1 ∈ R which produces the most accurate approximation of the form r 1 ( n ) = ∑ m = 1 n 1 m − ln n − a 1 n, (2.3).
The specific example of a two-dof system is studied in which the resulting approximate frequencies are compared with those obtained from numerical simulations in order to determine the most accurate approximation technique.
We need to find the value (a_{1}inmathbb{R}) that produces the most accurate approximation of the form begin{aligned} r_{1}(n)=sum_{m=1}^{n} frac{1}{m} -ln n-ln biggl(1+frac{a_{1}{nn} biggr).
With a correct value for its seven first decimal digits, this value of 3.141592920... remained the most accurate approximation of available for the next 800 years.
As can be seen in the table, considering the most accurate approximations (as discussed in Section 4), the Lower Bound B presented the lowest execution time.
The Mori–Tanaka theory is well-known as one of the most accurate approximations of mechanical properties of composite materials in structural analysis.
The most accurate 'first approximation' methodology for predicting the isotropic thermal conductivity of foods based only on data for composition, initial freezing temperature and temperature dependent thermal conductivity of the major food components was sought.
Surprisingly, the hydraulic radius approximation is the most accurate of the three approximate methods, giving, on average, less than 1% error.
It is important that analysts use the most accurate methods for temporal distribution approximation to ensure any resource decisions made on the basis of peak times are reliable.
