The phrase "approximation for determining" is correct and usable in written English.
It can be used in contexts where you are discussing methods or techniques for estimating or calculating something.
Example: "The approximation for determining the area of the circle is given by the formula A = πr²."
Alternatives: "estimate for calculating" or "calculation for assessing".
As a resolution, a number of techniques have been developed and improved to provide a satisfactory approximation for determining the behaviour of solar radiation energy.
Quantum mechanical calculations of Raman spectra of model compounds represent a first approximation for determining the methine bridge geometry of the protein-bound tetrapyrroles and constitute the basis for the identification of marker bands for specific structural properties such as the protonation state of the cofactor.
It has been shown that the model presented here gives new results for infinitely long circular cylindrical shells and can lead to a good approximation for determining the fundamental longitudinal mode shape and the associated higher circumferencial mode shapes (n>3) of simply supported circular cylindrical shells of finite length.
Bioinformatics algorithms such as Polyphen (Adzhubei et al. 2010), SIFT (Kumar et al. 2009), SNAP (Johnson et al. 2008) or PANTHER (Mi et al. 2010) are frequently used as a first approximation for determining if a given DNA or amino-acid sequence variant is likely to impair the function of the encoded protein.
First we study approximations for determining the impact of the daily variability in the number of admissions, for both stationary and time-dependent admissions with a weekly pattern.
We propose a heuristic method and an approximation algorithm for determining the UAV position that maximizes throughput.
This paper presents two methods, a heuristic method and an approximation algorithm, for determining the UAV position that maximizes the overall system throughput.
After that, the contact angle influenced by deformation, wear and temperature rise is examined and an approximation equation for determining the contact angle is introduced.
Approximation models were employed for determining solubility of sebacic acid at elevated temperatures.
However, the standard methods for determining approximations to the periodic solutions may breakdown in their corresponding first-order calculations.
The focus is on (1) updates to the fundamental data model used in kinetic modeling, (2) methods for solving large kinetic simulations efficiently without relying on uncontrolled approximations, and (3) methods for determining whether or not the model predictions are consistent with experimental data.
