Commit abc946261063d5a560383e6890861eb0edff688d
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717bee7d
Correct Doxygen documentation
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16 deletions
doc/source/develop/index.rst
... | ... | @@ -37,6 +37,14 @@ Below a few links to learn how to contribute to GammaLib: |
37 | 37 | profiling/index |
38 | 38 | releasing/index |
39 | 39 | |
40 | +Links: | |
41 | + | |
42 | +* `GitLab <https://cta-gitlab.irap.omp.eu/gammalib/gammalib>`_ | |
43 | +* `GitHub <https://github.com/gammalib/gammalib>`_ | |
44 | +* `Redmine <https://cta-redmine.irap.omp.eu/projects/gammalib>`_ | |
45 | +* `Open HUB <https://www.openhub.net/p/gammalib>`_ | |
46 | +* `Source code documentation (Doxygen) <../doxygen/index.html>`_ | |
47 | + | |
40 | 48 | And here some status shields: |
41 | 49 | |
42 | 50 | .. image:: https://cta-jenkins.irap.omp.eu/buildStatus/icon?job=gammalib-integrate-os | ... | ... |
inst/cta/src/GCTAPsfKing.cpp
... | ... | @@ -703,7 +703,7 @@ void GCTAPsfKing::free_members(void) |
703 | 703 | * only depends on energy, the only parameter on which the cache values |
704 | 704 | * depend is the energy. If the PSF parameters are invalid the m_par_norm |
705 | 705 | * member will be set to zero. Valid PSF parameters are \f$\gamma > 1\f$ and |
706 | - * \f$\simga > 0\f$. | |
706 | + * \f$\sigma > 0\f$. | |
707 | 707 | ***************************************************************************/ |
708 | 708 | void GCTAPsfKing::update(const double& logE, const double& theta) const |
709 | 709 | { | ... | ... |
src/model/GModelSpectralSmoothBrokenPlaw.cpp
... | ... | @@ -141,13 +141,12 @@ GModelSpectralSmoothBrokenPlaw::GModelSpectralSmoothBrokenPlaw( |
141 | 141 | * @param[in] beta Break smoothness parameter |
142 | 142 | * |
143 | 143 | * Constructs a smoothly broken power law using the model parameters |
144 | - * | |
145 | - * power law @p prefactor (ph/cm2/s/MeV) | |
146 | - * spectral @p index1 | |
147 | - * Energy @p pivot energy | |
148 | - * spectral @p index2 | |
149 | - * Energy @p breakenergy of spectral break | |
150 | - * spectral @p beta | |
144 | + * power law @p prefactor (ph/cm2/s/MeV), | |
145 | + * spectral @p index1, | |
146 | + * @p pivot energy, | |
147 | + * spectral @p index2, | |
148 | + * @p breakenergy of spectral break, and | |
149 | + * smoothness parameter @p beta. | |
151 | 150 | ***************************************************************************/ |
152 | 151 | GModelSpectralSmoothBrokenPlaw::GModelSpectralSmoothBrokenPlaw( |
153 | 152 | const double& prefactor, | ... | ... |
src/model/GModelTemporalPhaseCurve.cpp
... | ... | @@ -260,9 +260,9 @@ GModelTemporalPhaseCurve* GModelTemporalPhaseCurve::clone(void) const |
260 | 260 | * |
261 | 261 | * where |
262 | 262 | * |
263 | - * \f$r(\Phi(t))$\f is the phase dependent rate, defined by linear | |
264 | - * interpolation between the nodes in a FITS file, \f$\Phi(t)$\f is the time | |
265 | - * dependent phase, and \f${\tt m\_norm}$\f is a normalisation constant. | |
263 | + * \f$r(\Phi(t))\f$ is the phase dependent rate, defined by linear | |
264 | + * interpolation between the nodes in a FITS file, \f$\Phi(t)\f$ is the time | |
265 | + * dependent phase, and \f${\tt m\_norm}\f$ is a normalisation constant. | |
266 | 266 | ***************************************************************************/ |
267 | 267 | double GModelTemporalPhaseCurve::eval(const GTime& srcTime, |
268 | 268 | const bool& gradients) const |
... | ... | @@ -464,12 +464,12 @@ void GModelTemporalPhaseCurve::write(GXmlElement& xml) const |
464 | 464 | * \f] |
465 | 465 | * |
466 | 466 | * where |
467 | - * \f$t_0$\f is a reference time, | |
468 | - * \f$\Phi_0$\f is the phase at the reference time, | |
469 | - * \f$f$\f is the variation frequency at the reference time, | |
470 | - * \f$\dot{f}$\f is the first derivative of the variation frequency at the | |
467 | + * \f$t_0\f$ is a reference time, | |
468 | + * \f$\Phi_0\f$ is the phase at the reference time, | |
469 | + * \f$f\f$ is the variation frequency at the reference time, | |
470 | + * \f$\dot{f}\f$ is the first derivative of the variation frequency at the | |
471 | 471 | * reference time, and |
472 | - * \f$\dot{f}$\f is the second derivative of the variation frequency at the | |
472 | + * \f$\dot{f}\f$ is the second derivative of the variation frequency at the | |
473 | 473 | * reference time. |
474 | 474 | * |
475 | 475 | * The phase \f$\Phi(t)\f$ is in the interval [0,1]. | ... | ... |