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Jpp
18.2.0-rc.1
the software that should make you happy
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Functions | |
| const JGauss | f1 (0.0, sigma[0]) |
| Function. More... | |
| const JGauss | F1 (0.0, hypot(sigma[0], sigma[1])) |
| Integral. More... | |
Variables | |
| const int | numberOfPoints = 10 |
| const double | epsilon = 1.0e-12 |
| const double | sigma [] = { 4.0, 0.5 } |
| const double | xmin = -3.0 * sigma[0] |
| const double | xmax = +3.0 * sigma[0] |
| const JGauss GAUSS_HERMITE::f1 | ( | 0. | 0, |
| sigma | [0] | ||
| ) |
Function.
| const JGauss GAUSS_HERMITE::F1 | ( | 0. | 0, |
| hypot(sigma[0], sigma[1]) | |||
| ) |
Integral.
| const int GAUSS_HERMITE::numberOfPoints = 10 |
Definition at line 71 of file JQuadrature.cc.
| const double GAUSS_HERMITE::epsilon = 1.0e-12 |
Definition at line 72 of file JQuadrature.cc.
| const double GAUSS_HERMITE::sigma[] = { 4.0, 0.5 } |
Definition at line 74 of file JQuadrature.cc.
| const double GAUSS_HERMITE::xmin = -3.0 * sigma[0] |
Definition at line 76 of file JQuadrature.cc.
| const double GAUSS_HERMITE::xmax = +3.0 * sigma[0] |
Definition at line 77 of file JQuadrature.cc.
1.8.5