vsr::Group< V > Struct Template Reference

A Group of Operations called with group( sometype t ) or group( vector<sometype> t) V are versors any dimension, etc DualLines in cga2D or DualPlanes in cga3D or Circles . More...

#include <vsr_group.h>

Inheritance diagram for vsr::Group< V >:

Public Types
using	Trs = typename V::space::translator
	Trs is the translator type of whatever conformal metric we are in.

Public Member Functions
	Group (vector< V > v)
template<class T >
vector< T >	operator() (const T &p)
	Applies all operators on p motif and returns results.
template<class T >
vector< T >	operator() (const vector< T > &p)
	Applies all operations on a vector of type T.

Public Attributes
int	numSimple
	number of simple roots used to generate group
vector< V >	ops
	Pin Operators (Vec, etc)
vector< decltype(V()*V())>	sops
	Spin Operators (Rot, etc)
vector< decltype(V()*V()*V())>	tops
	Triple Reflection (abbar 3d group)
vector< decltype(V()*Trs())>	gops
	Glide Operators.
vector< decltype(V()*V()*Trs())>	scrops
	Screw Operators (Motor)

Detailed Description

template<class V>
struct vsr::Group< V >

A Group of Operations called with group( sometype t ) or group( vector<sometype> t) V are versors any dimension, etc DualLines in cga2D or DualPlanes in cga3D or Circles .

. . NOTE this is overshadowed by the pointgroup3d, which handles its own operator ()

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The documentation for this struct was generated from the following file:

• /Users/wolftype/code/versor/vsr/form/vsr_group.h