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Regina 7.4 Calculation Engine
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Deals with classical and virtual knots and links. More...
#include <array>#include <functional>#include <optional>#include <vector>#include "regina-core.h"#include "algebra/grouppresentation.h"#include "maths/arrow.h"#include "maths/integer.h"#include "maths/laurent.h"#include "maths/laurent2.h"#include "packet/packet.h"#include "progress/progresstracker.h"#include "treewidth/treedecomposition.h"#include "triangulation/dim3.h"#include "triangulation/detail/retriangulate.h"#include "utilities/exception.h"#include "utilities/fixedarray.h"#include "utilities/listview.h"#include "utilities/markedvector.h"#include "utilities/tightencoding.h"#include "utilities/topologylock.h"#include "link/modellinkgraph.h"#include "link/data-impl.h"#include "link/dt-impl.h"#include "link/gauss-impl.h"#include "link/jenkins-impl.h"#include "link/pd-impl.h"Classes | |
| class | regina::StrandRef |
| A reference to one of the two strands of a link that pass each other at a crossing. More... | |
| class | regina::Crossing |
| Represents a single crossing in a link diagram. More... | |
| class | regina::Link |
| Represents a combinatorial diagram of a directed knot or link. More... | |
Namespaces | |
| namespace | regina |
| Contains the entire Regina calculation engine. | |
Enumerations | |
| enum class | regina::Framing { regina::Framing::Seifert = 1 , regina::Framing::Blackboard = 2 } |
| Indicates one of the standard framings of a knot or link. More... | |
Functions | |
| std::ostream & | regina::operator<< (std::ostream &out, const StrandRef &s) |
| Writes a depiction of the given strand reference to the given output stream. | |
| void | regina::swap (Link &lhs, Link &rhs) |
| Swaps the contents of the two given links. | |
Variables | |
| constexpr Framing | regina::FRAMING_SEIFERT = Framing::Seifert |
| A deprecated constant indicating one of the standard link framings. | |
| constexpr Framing | regina::FRAMING_BLACKBOARD |
| A deprecated constant indicating one of the standard link framings. | |
Deals with classical and virtual knots and links.