Results 131 to 140 of about 43,057 (164)
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Polynomial Fits to Saturation Vapor Pressure
Journal of Applied Meteorology, 1992Abstract The authors describe eighth- and sixth-order polynomial fits to Wexler's and Hyland-Wexler's saturation-vapor-pressure expressions. Fits are provided in both least-squares and relative-error norms. Error analysis is presented. The authors show that their method is faster in comparison with the reference expressions when implemented on a CRAY ...
Piotr J. Flatau +2 more
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Magnetic Tracker Calibration Using Polynomial Fitting
2018 International Seminar on Intelligent Technology and Its Applications (ISITIA), 2018Magnetic tracker is used to track the position of an object. However, Magnetic trackers are susceptible to distortions caused by ferromagnetic objects around magnetic trackers or objects that produce a magnetic field. To eliminate distortion, it is not possible.
Joko Priambodo +2 more
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Fitting Learning Curves with Orthogonal Polynomials
1986Abstract : A FORTRAN program that generates orthogonal polynomials is listed. These polynomials can be used to analyze learning curves into components that can then be tested separately for significance (planned comparisons). The program is appropriate to situations in which the data are obtained from equally spaced intervals, as is naturally the case ...
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Encoder-X: Solving Unknown Coefficients Automatically in Polynomial Fitting by Using an Autoencoder
IEEE Transactions on Neural Networks and Learning Systems, 2022Guojun Wang, Weijun Li, Liping Zhang
exaly
Curve Fitting with Piecewise Polynomials
IMA Journal of Applied Mathematics, 1971openaire +1 more source
Polynomial Fitting Techniques for IRT Inspection
This paper discusses the use of polynomial surface fitting techniques for the infrared thermography (IRT) evaluation of the graphite epoxy composite laminate. The composite laminate had 12 inserted Teflon films in different layers so as to simulate delamination defects.Shanglei Li +2 more
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Chebyshev Polynomial Fit for Terrain Elevation.
1996Abstract : There is currently a desire to use Chebyshev polynomials to fit terrain elevation data. Such a fit would create a surface function that exactly fits the known elevations, and would describe an elevation at any point on that surface. This note questions the appropriateness of using Chebyshev polynomials for this purpose, as opposed to linear ...
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