Functions | |
double | itpp::besselj (int nu, double x) |
Bessel function of first kind of order nu for nu integer. | |
vec | itpp::besselj (int nu, const vec &x) |
Bessel function of first kind of order nu for nu integer. | |
double | itpp::besselj (double nu, double x) |
Bessel function of first kind of order nu. nu is real. | |
vec | itpp::besselj (double nu, const vec &x) |
Bessel function of first kind of order nu. nu is real. | |
double | itpp::bessely (int nu, double x) |
Bessel function of second kind of order nu. nu is integer. | |
vec | itpp::bessely (int nu, const vec &x) |
Bessel function of second kind of order nu. nu is integer. | |
double | itpp::bessely (double nu, double x) |
Bessel function of second kind of order nu. nu is real. | |
vec | itpp::bessely (double nu, const vec &x) |
Bessel function of second kind of order nu. nu is real. | |
double | itpp::besseli (double nu, double x) |
Modified Bessel function of first kind of order nu. nu is double. x is double. | |
vec | itpp::besseli (double nu, const vec &x) |
Modified Bessel function of first kind of order nu. nu is double. x is double. | |
double | itpp::besselk (int n, double x) |
Modified Bessel function of second kind of order nu. nu is double. x is double. | |
vec | itpp::besselk (int nu, const vec &x) |
Modified Bessel function of second kind of order nu. nu is double. x is double. |
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Bessel function of first kind of order nu for nu integer. The bessel function of first kind is defined as:
where Definition at line 41 of file bessel.cpp. |
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Bessel function of first kind of order nu for nu integer.
Definition at line 50 of file bessel.cpp. |
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Bessel function of first kind of order nu. nu is real.
Definition at line 64 of file bessel.cpp. |
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Bessel function of first kind of order nu. nu is real.
Definition at line 66 of file bessel.cpp. Referenced by itpp::jake_filter(). |
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Bessel function of second kind of order nu. nu is integer. The Bessel function of second kind is defined as:
where Definition at line 76 of file bessel.cpp. |
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Bessel function of second kind of order nu. nu is integer.
Definition at line 85 of file bessel.cpp. |
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Bessel function of second kind of order nu. nu is real.
Definition at line 98 of file bessel.cpp. |
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Bessel function of second kind of order nu. nu is real.
Definition at line 100 of file bessel.cpp. |
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Modified Bessel function of first kind of order nu. nu is double. x is double. The Modified Bessel function of first kind is defined as:
where Definition at line 110 of file bessel.cpp. |
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Modified Bessel function of first kind of order nu. nu is double. x is double.
Definition at line 112 of file bessel.cpp. |
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Modified Bessel function of second kind of order nu. nu is double. x is double. The Modified Bessel function of second kind is defined as:
where Definition at line 122 of file bessel.cpp. |
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Modified Bessel function of second kind of order nu. nu is double. x is double.
Definition at line 124 of file bessel.cpp. |
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