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05_27_2019.txt
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43 lines (35 loc) · 1.65 KB
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Features:
- Multi-root Monic Polynomial - Shell (15, 16)
- Multi-root Monic Polynomial - Constructor (17, 18, 19)
- Multi-root Monic Polynomial - Evaluate (20)
- Monic Polynomial Gamma Estimator #1 (21, 22)
- Monic Polynomial Gamma Estimator #2 (23, 24)
- Gamma Lemma Polynomial Quotient Comparator (25, 26)
- Gamma Polynomial Quotient Lemma Shell (27)
- Gamma Polynomial Quotient Lemma Langrange's (28, 29)
- Gamma Polynomial Quotient Lemma #1 (30, 31)
- Gamma Polynomial Quotient Lemma #2 (32, 33)
- Gamma Polynomial Quotient Lemma #3 (34, 35)
- Gamma Polynomial Quotient Lemma #4 (36, 37)
- Gamma Polynomial Quotient Lemma #5 (38, 39)
- Estimation Techniques for Digamma Function (41)
- Digamma Abramowitz Stegun Series Shell (42, 43, 44)
- Digamma Abramowitz Stegun Series Term (45, 46)
- Digamma Special Function Series Shell (47, 48)
- Digamma Function Series Estimator - Shell (49)
- Digamma Function Series Estimator - Constructor (50, 51)
- Digamma Function Series Estimator - Cumulative (52, 53)
- Digamma Special Function Cumulative Series (54, 55)
- Abramowitz Stegun Cumulative Series Estimator (56, 57)
- Estimates of the Digamma Functions (58)
Bug Fixes/Clean-up:
- Beta Special Function Package Re-work (40)
Samples:
- Power Source Exponential Decay Estimate #1 (1, 2)
- Power Source Exponential Decay Estimate #2 (3, 4)
- Power Source Exponential Decay Estimate #3 (5, 6)
- Power Source Exponential Decay Estimate #4 (7, 8)
- Power Source Exponential Decay Estimate #5 (9, 10)
- Power Source Exponential Decay Estimate #6 (11, 12)
- Power Source Exponential Decay Estimate #7 (13, 14)
- Abramowitz Stegun Digamma Estimate (59, 60)