Regina Calculation Engine
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Represents a pair of tetrahedron face numbers. More...
#include <triangulation/facepair.h>
Public Member Functions | |
FacePair () | |
Creates a new face pair (0,1). More... | |
FacePair (int newFirst, int newSecond) | |
Creates a new face pair from the two given face numbers. More... | |
FacePair (const FacePair &cloneMe)=default | |
Creates a new face pair that is a clone of the given pair. More... | |
unsigned | lower () const |
Returns the smaller of the two face numbers in this pair. More... | |
unsigned | upper () const |
Returns the larger of the two face numbers in this pair. More... | |
bool | isBeforeStart () const |
Determines if this face pair represents a before-the-start value. More... | |
bool | isPastEnd () const |
Determines if this face pair represents a past-the-end value. More... | |
FacePair | complement () const |
Returns the complement of this face pair. More... | |
FacePair & | operator= (const FacePair &cloneMe)=default |
Sets this face pair to be a copy of the given pair. More... | |
bool | operator== (const FacePair &other) const |
Determines if this and the given face pair are equal. More... | |
bool | operator!= (const FacePair &other) const |
Determines if this and the given face pair are not equal. More... | |
bool | operator< (const FacePair &other) const |
Determines if this is less than the given face pair. More... | |
bool | operator> (const FacePair &other) const |
Determines if this is greater than the given face pair. More... | |
bool | operator<= (const FacePair &other) const |
Determines if this is less than or equal to the given face pair. More... | |
bool | operator>= (const FacePair &other) const |
Determines if this is greater than or equal to the given face pair. More... | |
FacePair & | operator++ () |
Increments this face pair. More... | |
FacePair | operator++ (int) |
Increments this face pair. More... | |
FacePair & | operator-- () |
Decrements this face pair. More... | |
FacePair | operator-- (int) |
Decrements this face pair. More... | |
Represents a pair of tetrahedron face numbers.
Note that we are not storing triangle numbers in a triangulation skeleton, but merely face numbers 0, 1, 2 and 3 in a single tetrahedron. Thus there are only six possible face pairs; this class merely makes working with such pairs more convenient.
As well as providing the six possible face pairs, there is also a before-the-start and a past-the-end value; this (combined with the increment operator) allows for iteration through face pairs.
When iterating through face pairs, the ordering will be the lexicographical ordering (0,1), (0,2), (0,3), (1,2), (1,3), (2,3).
The before-the-start and past-the-end values are internally represented as (0,0) and (3,3) respectively.