SSJ
3.3.1
Stochastic Simulation in Java
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This class computes the same discrepancy as in umontreal.ssj.discrepancy.DiscShiftBaker1 [see eq. More...
Public Member Functions | |
BigDiscShiftBaker1 (double[][] points, int n, int s) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions, with all the weights \(\gamma_r = 1\). More... | |
BigDiscShiftBaker1 (double[][] points, int n, int s, double[] gamma) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions, with weights \(\gamma_r = \) gamma[r-1] . More... | |
BigDiscShiftBaker1 (int n, int s, double[] gamma) | |
Constructor for a lattice of \(n\) points in \(s\) dimensions, with weights \(\gamma_r = \) gamma[r-1] , \(r = 1,2, …, s\). More... | |
BigDiscShiftBaker1 (PointSet set) | |
Constructor with the point set set . More... | |
BigDiscShiftBaker1 () | |
Empty constructor. More... | |
double | compute (double[][] points, int n, int s) |
NOT IMPLEMENTED. | |
double | compute (double[][] points, int n, int s, double[] gamma) |
NOT IMPLEMENTED. | |
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BigDiscrepancy (double[][] points, int n, int s) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions. More... | |
BigDiscrepancy (double[][] points, int n, int s, double[] gamma) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions with weight factors gamma . More... | |
BigDiscrepancy (int n, int s, double[] gamma) | |
The number of points is \(n\), the dimension \(s\), and the \(s\) weight factors are gamma[ \(j\)] , \(j = 0, 1, …, (s-1)\). More... | |
BigDiscrepancy (PointSet set) | |
Constructor with the point set set . More... | |
BigDiscrepancy () | |
Empty constructor. More... | |
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Discrepancy (double[][] points, int n, int s) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions. More... | |
Discrepancy (double[][] points, int n, int s, double[] gamma) | |
Constructor with the \(n\) points points[i] in \(s\) dimensions and the \(s\) weight factors gamma[ \(j\)] , \(j = 0, 1, …, (s-1)\). More... | |
Discrepancy (int n, int s, double[] gamma) | |
The number of points is \(n\), the dimension \(s\), and the \(s\) weight factors are gamma[ \(j\)] , \(j = 0, 1, …, (s-1)\). More... | |
Discrepancy (PointSet set) | |
Constructor with the point set set . More... | |
Discrepancy () | |
Empty constructor. More... | |
double | compute () |
Computes the discrepancy of all the points in maximal dimension (dimension of the points). | |
double | compute (int s) |
Computes the discrepancy of all the points in dimension \(s\). | |
double | compute (double[][] points, int n, int s, double[] gamma) |
Computes the discrepancy of the first n points of points in dimension s with weights gamma . | |
abstract double | compute (double[][] points, int n, int s) |
Computes the discrepancy of the first n points of points in dimension s with weights \(=1\). | |
double | compute (double[][] points) |
Computes the discrepancy of all the points of points in maximum dimension. More... | |
double | compute (double[] T, int n) |
Computes the discrepancy of the first n points of T in 1 dimension. More... | |
double | compute (double[] T) |
Computes the discrepancy of all the points of T in 1 dimension. More... | |
double | compute (double[] T, int n, double gamma) |
Computes the discrepancy of the first n points of T in 1 dimension with weight gamma . | |
double | compute (PointSet set, double[] gamma) |
Computes the discrepancy of all the points in set in the same dimension as the point set and with weights gamma . | |
double | compute (PointSet set) |
Computes the discrepancy of all the points in set in the same dimension as the point set. More... | |
int | getNumPoints () |
Returns the number of points \(n\). | |
int | getDimension () |
Returns the dimension of the points \(s\). | |
void | setPoints (double[][] points, int n, int s) |
Sets the points to points and the dimension to \(s\). More... | |
void | setPoints (double[][] points) |
Sets the points to points . More... | |
void | setGamma (double[] gam, int s) |
Sets the weight factors to gam for each dimension up to \(s\). | |
double [] | getGamma () |
Returns the weight factors gamma for each dimension up to \(s\). | |
String | toString () |
Returns the parameters of this class. | |
String | formatPoints () |
Returns all the points of this class. | |
String | getName () |
Returns the name of the Discrepancy. | |
Protected Member Functions | |
void | setCBig (double[] gam, int s) |
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void | reserveCBig (int s) |
void | reserveFactorBig (int n, int s) |
void | setUBig (int n) |
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void | appendGamma (StringBuffer sb, double[] gamma, int s) |
Static Package Attributes | |
static final BigDecimal | BIG4s3 |
static final BigDecimal | BIG1s9 |
static final BigDecimal | BIG16s45 |
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static final double | UNSIX = 1.0/6.0 |
static final double | QUARAN = 1.0/42.0 |
static final double | UNTRENTE = 1.0 / 30.0 |
static final double | DTIERS = 2.0 / 3.0 |
static final double | STIERS = 7.0 / 3.0 |
static final double | QTIERS = 14.0 / 3.0 |
Additional Inherited Members | |
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static double [][] | toArray (PointSet set) |
Returns all the \(n\) points ( \(s\)-dimensional) of umontreal.ssj.hups.PointSet set as an array points[ \(n\)][ \(s\)] . | |
static DoubleArrayList | sort (double[] T, int n) |
Sorts the first \(n\) points of \(T\). More... | |
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static void | setONES (int s) |
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BigDecimal [] | C1Big |
BigDecimal [] | C2Big |
BigDecimal [] | C3Big |
BigDecimal [] | UBig |
BigDecimal [][] | FactorBig |
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double [] | gamma |
double [][] | Points |
int | dim |
int | numPoints |
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static double [] | ONES = { 1 } |
This class computes the same discrepancy as in umontreal.ssj.discrepancy.DiscShiftBaker1 [see eq.
( baker1 )], but uses multi-precision real numbers.
No method are implemented yet for this class.
Only the subclass umontreal.ssj.discrepancy.BigDiscShiftBaker1Lattice has implemented methods to compute the discrepancy.
BigDiscShiftBaker1 | ( | double | points[][], |
int | n, | ||
int | s | ||
) |
Constructor with the \(n\) points points[i]
in \(s\) dimensions, with all the weights \(\gamma_r = 1\).
points[i][r]
is the r
-th coordinate of point i
. Indices i
and r
start at 0.
BigDiscShiftBaker1 | ( | double | points[][], |
int | n, | ||
int | s, | ||
double [] | gamma | ||
) |
Constructor with the \(n\) points points[i]
in \(s\) dimensions, with weights \(\gamma_r = \) gamma[r-1]
.
points[i][r]
is the r
-th coordinate of point i
. Indices i
and r
start at 0.
BigDiscShiftBaker1 | ( | int | n, |
int | s, | ||
double [] | gamma | ||
) |
Constructor for a lattice of \(n\) points in \(s\) dimensions, with weights \(\gamma_r = \) gamma[r-1]
, \(r = 1,2, …, s\).
The \(n\) points will be chosen later.
BigDiscShiftBaker1 | ( | PointSet | set | ) |
Constructor with the point set set
.
All the points are copied in an internal array.
Empty constructor.
One must set the points, the dimension, and the weight factors before calling any method.
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