📄 sort.java
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package jmathlib.toolbox.jmathlib.matrix;
import jmathlib.core.tokens.Token;
import jmathlib.core.tokens.MatrixToken;
import jmathlib.core.tokens.OperandToken;
import jmathlib.core.tokens.numbertokens.DoubleNumberToken;
import jmathlib.core.functions.ExternalFunction;
/**An external function for sorting arrays */
public class sort extends ExternalFunction
{
/** sorting vectors and arrays */
public OperandToken evaluate(Token[] operands)
{
// Check number of arguments
if (getNArgIn(operands)!=1)
throwMathLibException("sort: number of arguments <> 1");
if (!(operands[0] instanceof DoubleNumberToken))
throwMathLibException("sort: works only on numbers");
// get data from arguments
double[][] values = ((DoubleNumberToken)operands[0]).getReValues();
int dy = ((DoubleNumberToken)operands[0]).getSizeY();
int dx = ((DoubleNumberToken)operands[0]).getSizeX();
double swap = 0.0;
double swapI = 0.0;
// create target array
double[][] ret = new double[dy][dx];
// create index array
double[][] index;
// initialize minimum and maximum values
double[] minimum = new double[dx];
double[] maximum = new double[dx];
// copy original array to target array
for (int xi=0; xi<dx ; xi++)
{
// initialize min/max of each column
minimum[xi]= values[0][xi];
maximum[xi]= values[0][xi];
for (int yi=0; yi<dy; yi++)
{
ret[yi][xi] = values[yi][xi];
if (values[yi][xi] < minimum[xi])
minimum[xi] = values[yi][xi];
if (values[yi][xi] > minimum[xi])
maximum[xi] = values[yi][xi];
}
debugLine("sort minimum: "+minimum);
debugLine("sort maximum: "+maximum);
}
// find minimum
if (dy==1)
{
// e.g. sort([2,8,4]) one row only
// indices of original values (1,2,3....,dx)
index = new double[1][dx];
for (int i=0; i<dx; i++)
{
index[0][i]=i+1;
}
// sorting
for (int xxi=0; xxi<dx; xxi++)
{
for (int xi=0; xi<dx-1-xxi ; xi++)
{
if (ret[0][xi] > ret[0][xi+1] )
{
// swap value
swap = ret[0][xi+1];
ret[0][xi+1] = ret[0][xi];
ret[0][xi] = swap;
// swap index value
swapI = index[0][xi+1];
index[0][xi+1]= index[0][xi];
index[0][xi] = swapI;
}
}
}
}
else
{
// e.g. sort[1,2,3;2,2,2;0,0,1])
// indices of original values (1,2,3....,dy)'
index = new double[dy][dx];
for (int i=0; i<dy; i++)
{
for (int x=0; x<dx; x++)
{
index[i][x]=i+1;
}
}
// sorting
for (int yyi=0; yyi<dy; yyi++)
{
for (int yi=0; yi<dy-1-yyi ; yi++)
{
// go trough each row
for (int xi=0; xi<dx; xi++)
{
if (ret[yi][xi] > ret[yi+1][xi] )
{
// swap value
swap = ret[yi+1][xi];
ret[yi+1][xi] = ret[yi][xi];
ret[yi][xi] = swap;
// swap index value
swapI = index[yi+1][xi];
index[yi+1][xi] = index[yi][xi];
index[yi][xi] = swapI;
}
}
}
}
}
// e.g. [x,y]=sort([3,7,4;2,9,4])
if (getNArgOut()==2)
{
OperandToken matrix[][] = new OperandToken[1][2];
matrix[0][0] = new DoubleNumberToken(ret);
matrix[0][1] = new DoubleNumberToken(index);
return new MatrixToken( matrix );
}
// normal return for one return argument
return new DoubleNumberToken(ret);
} // end eval
}
/*
@GROUP
matrix
@SYNTAX
sort(a)
[x,y]=sort(A)
@DOC
sorting of vectors and arrays.
@NOTES
@EXAMPLES
<programlisting>
sort([6,2,9]) -> [2,6,9]
sort([5,1;2,3]) -> [2,1; 5,3]
[x,y]=sort([3,7,4;2,9,1]) -> x=[2,7,1;3,9,4] y=[2,1,2;1,2,1]
</programlisting>
@SEE
find
*/
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