lakshmiDRIP / DROP / 878 / 1
33%
master: 33%

DEFAULT BRANCH: master
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Files 3049
Run time 2188min
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coverage: 34.761% (-0.01%) from 34.773%
878.1

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lakshmiDRIP 
Features:

	- Function Numerical Estimates/Corrections/Bounds (2)
	- Asymptotic Ordered Approximation Term - Shell (5)
	- Asymptotic Ordered Approximation Term - Number (6)
	- Asymptotic Approximation Term Constructor Annotation (7, 8, 9)
	- Numerical Function Ordered Asymptote Term (10)
	- Large Value Asymptote Term Shell (11)
	- Large Value Asymptote Term Constructor (12, 13)
	- Large Value Asymptote Term Evaluate (14)
	- Inverted Rising Exponential Asymptote Shell (15)
	- Inverted Rising Exponential Asymptote Constructor (16)
	- Inverted Rising Exponential Asymptote Evaluate (17, 18)
	- Ordered Asymptote Term Correction Coefficient (19)
	- Ordered Asymptote Term Correction Value (20, 21)
	- Asymptote Term Correction Coefficient Incorporation (22, 23)
	- Small Value Asymptote Term Evaluate (24, 25)
	- Numerical Estimate Asymptotic Error Term (26)
	- Numerical Large Value Error Term (27)
	- Inverted Rising Exponential Error Term (28)
	- Numerical Estimation Error Series Shell (29)
	- Numerical Estimation Error Series Term (30)
	- Numerical Estimation Error Series Generator (31)
	- Numerical Estimation Error Series Weights (32)
	- Error Series Generator Constructor Annotation (33, 34, 35)
	- Error Series Generator Additive Proportional (36)
	- Function Numerical Error Term Value (38, 39)
	- Function Numerical Error Series Generator (45, 46)
	- Error Series Generator Zero Order (47, 48)
	- Error Series Generator Term Weight (49)
	- Factorial Laplace Correction Estimate #1 (50, 51)
	- Factorial Laplace Correction Estimate #2 (52, 53)
	- R^1 Estimate Correction Map Addition (54, 55)
	- Factorial Laplace Correction Estimate #3 (56, 57)


Bug Fixes/Clean-up:

	- R^1 Numerical Function Estimate Migrate (3)
	- R^1 To R^1 Numerical Estimator (4)
	- Eliminate Error Term Loading Coefficient (37)
	- Large Value Error Term Re-work (40, 41)
	- Rising Exponential Error Term Re-work (42, 43, 44)


Samples:

	- Stirling Approximation Gamma Factorial (1)
	- Factorial ... (continued)

101161 of 291020 relevant lines covered (34.76%)

0.35 hits per line

Source Files on job 878.1