Classes | |
| struct | SpaceOffsetType |
| An imitation of an array which returns the offset of the rectangular area in the phase space which contains the invariant sets of interest. More... | |
| struct | SpaceWidthType |
| An imitation of an array which returns the width of the rectangular area in the phase space which contains the invariant sets of interest. More... | |
Variables | |
| const int | spaceDim = 2 |
| The dimension of the phase space. | |
| const int | initialDepth = 6 |
| The initial depth of subdivisions in the phase space. | |
| const int | finalDepth = 12 |
| The final depth of subdivisions in the phase space. | |
| const int | paramDim = 1 |
| The dimension of the parameter space to iterate. | |
| const short int | paramSubdiv [paramDim] = {1} |
| The numbers of subintervals in each direction of the parameter space. | |
| const int | paramSelect [paramDim] = {0} |
| The numbers of parameters to subdivide. | |
| const int | paramCount = 2 * spaceDim |
| The number of all the parameters, both varying and fixed. | |
| const double | paramLeft [paramCount] = {10.2, 11.5, 0.7, 0.1} |
| The left bounds on the parameters. | |
| const double | paramRight [paramCount] = {10.3, 11.6, 0.7, 0.1} |
| The right bounds on the parameters. | |
| const SpaceOffsetType | spaceOffset = SpaceOffsetType () |
| An imitation of an array which returns the offset of the rectangular area in the phase space which contains the invariant sets of interest. | |
| const SpaceWidthType | spaceWidth = SpaceWidthType () |
| An imitation of an array which returns the width of the rectangular area in the phase space which contains the invariant sets of interest. | |
| const int | maxJoinSize = 0 |
| The maximal number of cubes in a trivial Morse set for which an attempt is made to join this set with another near-by Morse set. | |
| const int | maxJoinConnection = 1000 |
| The maximal size of a connecting orbit between two Morse sets which can be considered for joining. | |
| const int | maxJoinDistance = 100 |
| The maximal allowed distance between two Morse sets which can be considered for joining. | |
| const bool | compareMorseOrdering = true |
| Should the ordering between the Morse sets be taken into consideration while determining whether two Morse decompositions computed for adjacent parameter boxes are in the same class? | |
| const bool | ignoreIsolationForContinuation = true |
| Ignoring the isolation problem while matching Morse decompositions. | |
| const bool | ignoreIsolationForConleyIndex = false |
| Ignoring the isolation problem while computing the Conley index. | |
| const bool custom::pop0p::compareMorseOrdering = true |
Should the ordering between the Morse sets be taken into consideration while determining whether two Morse decompositions computed for adjacent parameter boxes are in the same class?
Definition at line 178 of file parpop0p.h.
| const int custom::pop0p::finalDepth = 12 |
| const bool custom::pop0p::ignoreIsolationForConleyIndex = false |
Ignoring the isolation problem while computing the Conley index.
If the constant is set to "true" then the index pair constructed on the basis of a combinatorial Morse set with respect to the dynamics restricted to the rectangular area of interest is also restricted to that area by means of projecting the any boxes which stick out of the region onto a single layer of boxes around the boundary.
Definition at line 193 of file parpop0p.h.
| const bool custom::pop0p::ignoreIsolationForContinuation = true |
Ignoring the isolation problem while matching Morse decompositions.
If this constant is set to "true" then Morse sets are matched with each other indepent of whether the Conley index could be computed for them or not. Otherwise, 'correct' and 'wrong' Morse sets are matched with their counterparts in the same category only.
Definition at line 185 of file parpop0p.h.
| const int custom::pop0p::initialDepth = 6 |
| const int custom::pop0p::maxJoinConnection = 1000 |
The maximal size of a connecting orbit between two Morse sets which can be considered for joining.
Definition at line 164 of file parpop0p.h.
| const int custom::pop0p::maxJoinDistance = 100 |
The maximal allowed distance between two Morse sets which can be considered for joining.
Definition at line 168 of file parpop0p.h.
| const int custom::pop0p::maxJoinSize = 0 |
The maximal number of cubes in a trivial Morse set for which an attempt is made to join this set with another near-by Morse set.
Set to zero to suppress joining.
Definition at line 160 of file parpop0p.h.
| const int custom::pop0p::paramCount = 2 * spaceDim |
| const int custom::pop0p::paramDim = 1 |
The dimension of the parameter space to iterate.
Only those parameters which are varying are taken into consideration here.
Definition at line 65 of file parpop0p.h.
| const double custom::pop0p::paramLeft[paramCount] = {10.2, 11.5, 0.7, 0.1} |
The left bounds on the parameters.
Definition at line 83 of file parpop0p.h.
Referenced by custom::pop0p::SpaceWidthType::SpaceWidthType().
| const double custom::pop0p::paramRight[paramCount] = {10.3, 11.6, 0.7, 0.1} |
The right bounds on the parameters.
Definition at line 86 of file parpop0p.h.
Referenced by custom::pop0p::SpaceWidthType::SpaceWidthType().
| const int custom::pop0p::paramSelect[paramDim] = {0} |
| const short int custom::pop0p::paramSubdiv[paramDim] = {1} |
The numbers of subintervals in each direction of the parameter space.
The type of these numbers must match "parCoord" in "typedefs.h".
Definition at line 69 of file parpop0p.h.
| const int custom::pop0p::spaceDim = 2 |
The dimension of the phase space.
Definition at line 50 of file parpop0p.h.
Referenced by custom::pop0p::SpaceWidthType::operator[](), and custom::pop0p::SpaceWidthType::SpaceWidthType().
An imitation of an array which returns the offset of the rectangular area in the phase space which contains the invariant sets of interest.
Definition at line 106 of file parpop0p.h.
Referenced by custom::pop0p::SpaceWidthType::SpaceWidthType().
An imitation of an array which returns the width of the rectangular area in the phase space which contains the invariant sets of interest.
Definition at line 150 of file parpop0p.h.
1.5.3