GaudiMath::Integration Namespace Reference

Enumerations
enum	Inf { Infinity = 0 }
	infinity More...
enum	Limit { VariableLowLimit, VariableHighLimit }
	how to distinguish variable low and variable high limits More...
enum	Type { NonAdaptive, Adaptive, AdaptiveSingular, Other }
	type of integration (for finite limits) More...
enum	Category { Finite, Singular, Infinite }
	integration category More...
enum	KronrodRule {   Fixed = 0, Gauss15 = 1, Gauss21 = 2, Gauss31 = 3,   Gauss41 = 4, Gauss51 = 5, Gauss61 = 6, Default = Gauss31 }
	integration rule More...

Enumeration Type Documentation

enum GaudiMath::Integration::Category

integration category

Enumerator:

Finite
Singular
Infinite

Definition at line 32 of file Integration.h.

                      { Finite            , 
                        Singular          , 
                        Infinite          } ;

enum GaudiMath::Integration::Inf

infinity

Enumerator:

Infinity

Definition at line 22 of file Integration.h.

{ Infinity = 0      } ;

enum GaudiMath::Integration::KronrodRule

integration rule

Enumerator:

Fixed
Gauss15
Gauss21
Gauss31
Gauss41
Gauss51
Gauss61
Default

Definition at line 36 of file Integration.h.

                      { Fixed   =       0 ,
                        Gauss15 =       1 , 
                        Gauss21 =       2 , 
                        Gauss31 =       3 , 
                        Gauss41 =       4 , 
                        Gauss51 =       5 , 
                        Gauss61 =       6 , 
                        Default = Gauss31 } ;

enum GaudiMath::Integration::Limit

how to distinguish variable low and variable high limits

Enumerator:

VariableLowLimit
VariableHighLimit

Definition at line 24 of file Integration.h.

                      { VariableLowLimit  , 
                        VariableHighLimit } ;

enum GaudiMath::Integration::Type

type of integration (for finite limits)

Enumerator:

NonAdaptive
Adaptive
AdaptiveSingular
Other

Definition at line 27 of file Integration.h.

                      { NonAdaptive       , 
                        Adaptive          , 
                        AdaptiveSingular  , 
                        Other             } ;