CommonTools
Statistics
src
GammaContinuedFraction.cc
Go to the documentation of this file.
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#include "
CommonTools/Statistics/src/GammaContinuedFraction.h
"
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#include <cmath>
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#include <iostream>
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#define ITMAX 100 // maximum allowed number of iterations
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#define EPS 3.0e-7 // relative accuracy
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#define FPMIN 1.0e-30 // number near the smallest representable floating-point number
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float
GammaContinuedFraction
(
float
a
,
float
x
) {
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int
i
;
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float
an, del;
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/* Set up for evaluating continued fraction by modified Lentz's method (par.5.2
14
in Numerical Recipes in C) with b_0 = 0 */
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double
b
=
x
+ 1.0 -
a
;
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double
c
= 1.0 /
FPMIN
;
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double
d
= 1.0 /
b
;
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double
h
=
d
;
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for
(
i
= 1;
i
<=
ITMAX
;
i
++) {
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an = -
i
* (
i
-
a
);
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b
+= 2.0;
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d
= an *
d
+
b
;
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if
(fabs(
d
) <
FPMIN
)
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d
=
FPMIN
;
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c
=
b
+ an /
c
;
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if
(fabs(
c
) <
FPMIN
)
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c
=
FPMIN
;
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d
= 1.0 /
d
;
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del =
d
*
c
;
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h
*= del;
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if
(fabs(del - 1.0) <
EPS
)
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break
;
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}
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if
(
i
>
ITMAX
)
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std::cerr
<<
"GammaContinuedFraction::a too large, "
36
<<
"ITMAX too small"
<< std::endl;
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return
h
;
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}
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#undef ITMAX
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#undef EPS
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#undef FPMIN
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/* (C) Copr. 1986-92 Numerical Recipes Software B2.. */
mps_fire.i
i
Definition:
mps_fire.py:428
EPS
#define EPS
Definition:
GammaContinuedFraction.cc:6
c
auto & c
Definition:
CAHitNtupletGeneratorKernelsImpl.h:56
EcnaPython_AdcPeg12_S1_10_R170298_1_0_150_Dee0.cerr
cerr
Definition:
EcnaPython_AdcPeg12_S1_10_R170298_1_0_150_Dee0.py:8
FPMIN
#define FPMIN
Definition:
GammaContinuedFraction.cc:7
GammaContinuedFraction.h
ztail.d
d
Definition:
ztail.py:151
b
double b
Definition:
hdecay.h:118
GammaContinuedFraction
float GammaContinuedFraction(float a, float x)
Definition:
GammaContinuedFraction.cc:9
a
double a
Definition:
hdecay.h:119
x
float x
Definition:
beamSpotDipStandalone.cc:55
h
The Signals That Services Can Subscribe To This is based on ActivityRegistry h
Helper function to determine trigger accepts.
Definition:
Activities.doc:4
ITMAX
#define ITMAX
Definition:
GammaContinuedFraction.cc:5
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