📄 logicaltoken.java
字号:
*/
public boolean[][] getValues()
{
boolean[][] temp = new boolean[sizeY][sizeX];
if ((sizeY==0) && (sizeX==0))
return null;
for(int yy = 0; yy < sizeY; yy++)
{
for(int xx = 0; xx < sizeX; xx++)
{
int n = yx2n(yy,xx);
temp[yy][xx] = values[n];
}
}
return temp;
}
/** Set value at position y, x
* @param y = y position in matrix
* @param x = x position in matrix
* @param real = real value
* @param imag = imaginary value
*/
public void setValue(int y, int x, boolean _value)
{
int n = yx2n(y,x);
setValue(n, _value);
}
/**
*
* @param n
* @param _real
* @param _imag
*/
public void setValue(int n, boolean _value)
{
values[n] = _value;
}
/**
*
* @param index multidimensional index
* @param _real
* @param _imag
*/
public void setValue(int[] index, boolean _value)
{
int n = index2n(index);
setValue(n, _value);
}
/**
* conversion into a number token
* @return
*/
public DoubleNumberToken getDoubleNumberToken()
{
double[] ret = new double[values.length];
for (int i=0; i<values.length; i++)
{
if (values[i])
ret[i]=1.0;
else
ret[i]=0.0;
}
return new DoubleNumberToken(sizeA, ret, null);
}
/**return the number as a string*/
public String toString()
{
String result = null;
if((sizeY == 0) && (sizeX == 0))
{
// e.g. a=null;
result = "[]";
}
else if((sizeY == 1) && (sizeX == 1) && sizeA.length==2)
{
// e.g. a=555;
result = ""+values[0];
}
else if (sizeA.length ==2)
{
result = toString2d(new int[]{sizeY,sizeX});
}
else
{
// e.g. a=[1,2,3;4,5,6] or multidimensional
int[] dim = new int[sizeA.length];
dim[0] = sizeY;
dim[1] = sizeX;
String s = toString(dim, sizeA.length-1);
result = new String(s);
}
return result;
}
private String toString(int[] dim, int i)
{
String ret="";
if (i>=2)
{
// e.g. at least 3rd dimension
// e.g. a(5,3,4,x,3,1)
for (int n=0; n<sizeA[i]; n++)
{
dim[i]=n;
// e.g. a(5,3,Y,x,3,1)
ret += toString(dim, i-1);
}
}
else
{
// e.g.
ret += "(:,:";
for (int k=2; k<dim.length; k++)
{
ret += "," + (dim[k]+1); //NOTE: conversion from internal to external index
}
ret += ") = \n";
ret += toString2d(dim);
ret += "\n";
}
return ret;
}
private String toString2d(int[] nn)
{
StringBuffer buffer = new StringBuffer(20);
for(int yy = 0; yy < sizeA[0]; yy++)
{
buffer.append(" [");
for(int xx = 0; xx < sizeA[1]; xx++)
{
nn[0] = yy;
nn[1] = xx;
int n = index2n(nn);
ErrorLogger.debugLine(" NToken: "+index2n(nn));
buffer.append(values[n]);
if(xx < sizeX - 1)
buffer.append(" , ");
}
buffer.append("]\n");
}
return buffer.toString();
}
/**Evaluate the token. This causes it to return itself*/
public OperandToken evaluate(Token[] operands)
{
return this;
}
/**Check if two tokens are equal
@param arg = the object to check against*/
public boolean equals(Object arg)
{
if(arg instanceof LogicalToken)
{
LogicalToken nArg = (LogicalToken)arg;
if(sizeX == nArg.getSizeX() && sizeY == nArg.getSizeY())
{
boolean equal = true;
for (int yy=0; yy<sizeY && equal; yy++)
{
for (int xx=0; xx<sizeX && equal; xx++)
{
int n = yx2n(yy,xx);
if(values[n] != nArg.getValue(n))
equal = false;
}
}
return equal;
}
return false;
}
return false;
}
///////////////////////standard operators///////////////////
////////////////////////////////////////////////////////////
/**add arg to this object for a number token
@param = the value to add to it
@return the result as an OperandToken*/
/* public OperandToken add(OperandToken arg)
{
if(!(arg instanceof LogicalToken))
Errors.throwMathLibException("LogicalToken: add: not logical");
LogicalToken nArg = ((LogicalToken)arg);
// Check dimensions of matrices
if(checkEqualDimensions(sizeA, nArg.sizeA))
{
// Add (n*m) + (n*m) or
// same dimensions (n,m,r)==(n,m,r)
ErrorLogger.debugLine("LogicalToken: add (n*m) + (n*m)");
LogicalToken result = new LogicalToken(sizeA, null);
for(int n = 0; n < noElem; n++)
{
boolean b = getValue(n) | nArg.getValue(n);
result.setValue(n, b);
}
return result;
}
else if(isScalar())
{
// 1 + [3,4,5]
ErrorLogger.debugLine("LogicalToken: add (1*1) + (n*m)");
DoubleNumberToken result = new DoubleNumberToken(nArg.sizeA, null, null);
for(int n = 0; n < nArg.getNumberOfElements(); n++)
{
double realval = getValueRe() + nArg.getValueRe(n);
result.setValue(n, realval, imaginaryval);
}
//ErrorLogger.debugLine("end DoubleNumberToken: add (n*m) + (n*m)");
return result;
}
else if(nArg.isScalar())
{
// [3,4,5] +1
ErrorLogger.debugLine("LogicalToken: add (n,m) + (1,1)");
DoubleNumberToken result = new DoubleNumberToken(sizeA, null, null);
for(int n = 0; n < noElem; n++)
{
double realval = getValueRe(n) + nArg.getValueRe();
result.setValue(n, realval, imaginaryval);
}
//ErrorLogger.debugLine("end DoubleNumberToken: add (n*m) + (n*m)");
return result;
}
else
{
// Matrices have unequal size: (n*m) != (o*p)
Errors.throwMathLibException("LogicalToken: add matrices of unequal size");
return null;
}
} // and add
*/
/**calculate the transpose of an array
@return the result as an OperandToken*/
public OperandToken transpose()
{
// transposed array
boolean[][] b = new boolean[sizeX][sizeY];
// swap rows and columns
for (int y=0; y<sizeY; y++)
{
for (int x=0; x<sizeX; x++)
{
int n = yx2n(y,x);
// copy (y,x) -> (x,y)
b[x][y] = values[n];
}
}
return new LogicalToken(b);
}
/**@return true if this number token is a scalar (1*1 matrix)*/
public boolean isScalar()
{
for (int i=0; i<sizeA.length; i++)
{
// in case one entry in the size-array is unequal 1 it
// is not a scalar any more
if (sizeA[i]!=1)
return false;
}
return true;
}
} // end LogicalToken
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