Class UpperSFixedSeries
java.lang.Object
org.drip.specialfunction.incompletegamma.UpperSFixedSeries
public class UpperSFixedSeries
extends java.lang.Object
UpperSFixedSeries implements Upper Incomplete Gamma Expansion Series, starting with s = 0 if
Recurrence is employed. The References are:
- Geddes, K. O., M. L. Glasser, R. A. Moore, and T. C. Scott (1990): Evaluation of Classes of Definite Integrals involving Elementary Functions via Differentiation of Special Functions Applicable Algebra in Engineering, Communications, and 1 (2) 149-165
- Gradshteyn, I. S., I. M. Ryzhik, Y. V. Geronimus, M. Y. Tseytlin, and A. Jeffrey (2015): Tables of Integrals, Series, and Products Academic Press
- Mathar, R. J. (2010): Numerical Evaluation of the Oscillatory Integral over eiπx x(1/x) between 1 and ∞ https://arxiv.org/pdf/0912.3844.pdf arXiV
- National Institute of Standards and Technology (2019): Incomplete Gamma and Related Functions https://dlmf.nist.gov/8
- Wikipedia (2019): Incomplete Gamma Function https://en.wikipedia.org/wiki/Incomplete_gamma_function
- Construct the R1 To R1 NIST (2019) Limit Series
- Construct the R1 To R1 NIST (2019) Recursive Limit Series
- Construct the R1 To R1 Weisstein Limit Series
Module | Computational Core Module |
Library | Function Analysis Library |
Project | Special Function Implementation and Analysis |
Package | Upper/Lower Incomplete Gamma Functions |
- Author:
- Lakshmi Krishnamurthy
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Constructor Summary
Constructors Constructor Description UpperSFixedSeries()
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Method Summary
Modifier and Type Method Description static R1ToR1Series
NIST2019(int termCount)
Construct the R1 To R1 NIST (2019) Limit Seriesstatic R1ToR1Series
NIST2019Recursive(int n)
Construct the R1 To R1 NIST (2019) Recursive Limit Seriesstatic R1ToR1Series
Weisstein(int s)
Construct the R1 To R1 Weisstein Limit SeriesMethods inherited from class java.lang.Object
equals, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait
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Constructor Details
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UpperSFixedSeries
public UpperSFixedSeries()
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Method Details
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NIST2019
Construct the R1 To R1 NIST (2019) Limit Series- Parameters:
termCount
- Count of the Number of Terms- Returns:
- The R1 To R1 NIST (2019) Limit Series
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NIST2019Recursive
Construct the R1 To R1 NIST (2019) Recursive Limit Series- Parameters:
n
- n- Returns:
- The R1 To R1 NIST (2019) Recursive Limit Series
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Weisstein
Construct the R1 To R1 Weisstein Limit Series- Parameters:
s
- s- Returns:
- The R1 To R1 Weisstein Limit Series
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