|
Class Summary |
| BigDiscrepancy |
BigDiscrepancy
This abstract class is the base class of all discrepancy
classes programmed with floating-point numbers with multi-precision. |
| BigDiscShiftBaker1 |
This class computes the same discrepancy as in
DiscShiftBaker1
[see eq.], but uses multi-precision real numbers. |
| BigDiscShiftBaker1Lattice |
This class computes the same discrepancy as in
DiscShiftBaker1Lattice
[see eq.], but uses multi-precision real numbers. |
| DiscL2Hickernell |
This class computes the Hickernell L2-star discrepancy in for a point set. |
| DiscL2Star |
This class computes the traditional L2-star discrepancy
D2*(P) for a set of n points P. |
| DiscL2Symmetric |
COMPLÉTER LA DOC ICI. |
| DiscL2Unanchored |
DiscL2Unanchored |
| Discrepancy |
This abstract class is the base class of all discrepancy
classes. |
| DiscrepancyContainer |
This class is used to compute, store and display discrepancies. |
| DiscShift1 |
This class computes the discrepancy for randomly shifted
points of a set P. |
| DiscShift1Lattice |
DiscShift1Lattice |
| DiscShift2 |
This class computes the discrepancy in for
the randomly shifted points of a set P. |
| DiscShift2Lattice |
This class computes the same discrepancy for randomly shifted
points of a set L as given in eq. |
| DiscShiftBaker1 |
DiscShiftBaker1 |
| DiscShiftBaker1Lattice |
This class computes the same discrepancy in for
the randomly shifted points of a set L as given in eq. |
| Palpha |
Extends the class Discrepancy and implements the methods required
to compute the Pα
figure of merit for a lattice point set Ψs
which is the intersection of a lattice L and the unit hypercube [0, 1)s
in s dimensions. |
| Searcher |
This class implements searches to find the best lattices of rank 1, defined
as follows. |
| SearcherCBC |
This class implements searches to find the best rank-1 lattices with respect to a
given discrepancy, using component-by-component (CBC) searches, random or
exhaustive for each component. |
| SearcherKorobov |
SearcherKorobov |