KADATH
Metric handling.

They differ from the usual fields because they give access to many more methods (covariant derivatives, Ricci etc...) They are also more closely linked to systems of equations. More...

Classes

class  Kadath::Metric
 Purely abstract class for metric handling. More...
 
class  Kadath::Metric_flat
 Class that deals with flat metric. More...
 
class  Kadath::Metric_general
 Class to deal with arbitrary type of metric. More...
 
class  Kadath::Metric_const
 Class to deal with arbitrary type of metric but that is constant. More...
 
class  Kadath::Metric_conf
 Class to deal with a metric which determinant is 1. More...
 
class  Kadath::Metric_dirac
 Class to deal with a conformal metric in the Dirac gauge. More...
 
class  Kadath::Metric_dirac_const
 Class to deal with a conformal metric in the Dirac gauge. More...
 
class  Kadath::Metric_harmonic
 Class to deal with a metric in the spatial harmonic gauge. More...
 
class  Kadath::Metric_conf_factor
 Class to deal with a metric with a conformal decomposition (mainly used for AADS spacetimes) The true metric and the conformal are related via $\gamma_{ij} = \frac{1}{\Omega^2}\tilde{\gamma}_{ij}$. More...
 
class  Kadath::Metric_conf_factor_const
 
class  Kadath::Metric_cfc
 Class to deal with a metric with a conformaly flat metric. More...
 
class  Kadath::Metric_ADS
 Class to manage anti de Sitter metrics. More...
 
class  Kadath::Metric_AADS
 Class to manage asymptotically anti de Sitter metrics. More...
 
class  Kadath::Metric_flat_nophi
 Class that deals with flat metric assuming a axisymmetric setting (nothing depends on $varphi$). More...
 
class  Kadath::Metric_nophi
 Class to deal with a metric independant of $\varphi$. More...
 
class  Kadath::Metric_nophi_const
 Class to deal with a metric independant of $\varphi$ and constant. More...
 
class  Kadath::Metric_nophi_AADS
 Class to deal with a metric independant of $\varphi$ with a conformal decomposition (mainly used for AADS spacetimes) The true metric and the conformal are related via $\gamma_{ij} = \frac{1}{\Omega^2}\tilde{\gamma}_{ij}$. More...
 
class  Kadath::Metric_nophi_AADS_const
 Class to deal with a metric independant of $\varphi$ with a conformal decomposition and constant. More...
 

Detailed Description

They differ from the usual fields because they give access to many more methods (covariant derivatives, Ricci etc...) They are also more closely linked to systems of equations.