On the Character of the Zeros of Polynomials Relevant to the Small Curvature Approximation in Asymptotic Diffraction Theory
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Zeros of Polynomials↗
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Results for “polynomials”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
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Field Reconstruction from PIV Measurements Employing Bernstein Polynomial Derived Operators
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Field Reconstruction↗
Combined Bernstein Polynomial, Optimal Reciprocal Collision Avoidance, Differential Dynamic Programming for Trajectory Replanning and Collision Avoidance for UAM Vehicles
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Optimal Reciprocal Collision Avoidance↗
Combined Bernstein Polynomial, Optimal Reciprocal Collision Avoidance, Differential Dynamic Programming for Trajectory Replanning and Collision Avoidance for UAM Vehicles
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Optimal Reciprocal Collision Avoidance↗
Constrained Field Reconstruction Using Bernstein Polynomial Derived Operators
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Bernstein Polynomials↗
POLYNOMIAL CHAOS SURROGATE FOR STOCHASTIC MODELS WITH PARAMETRIC UNCERTAINTY
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Bahr-Mueller, Joy Noel↗
Polynomial Chaos Expansion for Uncertainty and Sensitivity Analysis of Integral Experiment Benchmark Evaluations
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Lutz, Elijah [Sandia National Laboratories (SNL-NM↗
Tensor calculus in spherical coordinates using Jacobi polynomials. Part-II: Implementation and examples
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Daniel Lecoanet↗
Tensor calculus in spherical coordinates using Jacobi polynomials. Part-I: Mathematical analysis and derivations
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Geoffrey M. Vasil↗
A Recursion Process for the Generation of Orthogonal Polynomials in Several Variables
Spacecraft guidance - orthogonal functions
SPACECRAFT GUIDANCE↗
Computing polynomial resultants - Bezout's determinant vs. Collins' reduced P.R.S. algorithm.
Algorithms for polynominal resultants computation, considering extraneous factors, truncation errors, memory and computing speed
Adler, R. J.↗
Chebyshev polynomial expansion of Bose- Einstein functions of orders 1 to 10.
Chebyshev series approximations for Bose- Einstein functions of orders one to ten, noting computability of Fermi-Dirac functions and polylogarithms
Devine, C. J.↗
Computer program for fitting low-order polynomial splines by method of least squares
FITLOS is computer program which implements new curve fitting technique. Main program reads input data, calls appropriate subroutines for curve fitting, calculates statistical analysis, and writes output data. Method was devised as result of need to suppress noise in calibration of multiplier phototube capacitors.
Smith, P. J.↗
A digital-to-analog conversion circuit using third-order polynomial interpolation
Zero- and third-order digital-to-analog conversion techniques are described, and the theoretical error performances are compared. The design equations and procedures for constructing a third-order digital-to-analog converter by using analog design elements are presented. Both a zero- and a third-order digital-to-analog converter were built, and the performances are compared with various signal inputs.
Dotson, W. P., Jr.↗
The exact solution of systems of linear equations with polynomial coefficients
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Mcclellan, M. T.↗
Non-polynomial Lagrangian theories
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Salam, A.↗
Polynomial coefficients of thermochemical data for the C-H-O-N system
Thermodynamic data are required input for the finite kinetics and equilibrium computer programs needed for modeling the combustion of hydrocarbons in the fields of energy and pollution research. Least squares determined coefficients of the curve-fitted thermodynamic data for 193 species in the C-H-O-N system are presented in card image form and are of suitable format for use by common computer programs.
Wakelyn, N. T.↗