PcMatrix ("JavaView Reference Manual")

java.lang.Object
- jv.vecmath.PcMatrix

All Implemented Interfaces:

java.io.Serializable
```
public class PcMatrix
extends java.lang.Object
implements java.io.Serializable
```
Linear algebra class for small matrices of complex numbers.

See Also:
PdMatrix, Serialized Form

Field Summary

Fields
Modifier and Type Field and Description

PuComplex[][] m_data
Data array containing the components of the vector.

Fields
Modifier and Type	Field and Description
`PuComplex[][]`	`m_data` Data array containing the components of the vector.

Constructor Summary

Constructors
Constructor and Description
`PcMatrix()` Create a new matrix of zero size.
`PcMatrix(int aSize)` Create a square matrix with given dimension.
`PcMatrix(int iSize, int jSize)` Create a non-square matrix with given dimensions.

Method Summary

Methods
Modifier and Type	Method and Description
`PcMatrix`	`add(PcMatrix m)`
`PcMatrix`	`add(PcMatrix m1, PcMatrix m2)`
`PuComplex[]`	`aEigenvector(PuComplex l)` Matrix must be 2x2.
`java.lang.Object`	`clone()` Duplicate matrix and data array.
`PcMatrix`	`copy(PcMatrix m)`
`static PcMatrix`	`copyNew(PcMatrix mat)` Create a new matrix as clone of argument matrix.
`PuComplex`	`determinant()` Computes the determinant of the matrix.
`PuComplex[]`	`eigenvalues()` Compute the eigenvalues of a 2x2 matrix.
`PuComplex`	`getEntry(int i, int j)` Get the component of matrix.
`int`	`getISize()` Get number of rows of matrix.
`int`	`getJSize()` Get number of columns of matrix.
`int`	`getSize()` Get dimension of square matrix, return -1 for non-square matrices.
`PcMatrix`	`inverse()` Computes the inverse of 'this'
`boolean`	`isSquare()` Check if matrix is square.
`PcMatrix`	`leftMult(PcMatrix m)` Multiply with square matrix from left of same sizes using `this = m*this`.
`PuComplex`	`minor(int i, int j)` Computes the determinant of the matrix obtained by deleting 'i'th row and 'j'th column.
`PcMatrix`	`minorMatrix(int row, int col)` Computes the matrix obtained by deleting row 'row' and column 'col'.
`PcMatrix`	`mult(PcMatrix m1, PcMatrix m2)` Multiply two matrices of possibly different sizes using `this = m1*m2`.
`static PcMatrix`	`multNew(PcMatrix m1, PcMatrix m2)` Return product of two matrices `m1*m2`.
`PcMatrix`	`multScalar(PcMatrix m, PuComplex scalar)`
`PcMatrix`	`multScalar(PuComplex scalar)`
`PcMatrix`	`rightMult(PcMatrix m)` Multiply with square matrix from right of same sizes using `this = this*m`.
`PcMatrix`	`setConstant(PuComplex aValue)` Set all matrix entries to a constant value.
`void`	`setEntry(int i, int j, PuComplex value)` Assign value to component of matrix, and possibly enlarge matrix if too small.
`PcMatrix`	`setIdentity()` Initialize square matrix to be identity matrix.
`void`	`setSize(int aSize)` Set dimension of square matrix.
`void`	`setSize(int iSize, int jSize)` Set dimension of non-square matrix.
`PcMatrix`	`sub(PcMatrix m)`
`PcMatrix`	`sub(PcMatrix m1, PcMatrix m2)`
`java.lang.String`	`toShortString()` Deprecated. use toString()
`java.lang.String`	`toString()` Create a string representation of matrix.
`PcMatrix`	`transpose()` Transpose a square matrix by `this = transpose(this)`.

Methods inherited from class java.lang.Object
equals, getClass, hashCode, notify, notifyAll, wait, wait, wait

- Field Detail
  - m_data
```
public PuComplex[][] m_data
```
    Data array containing the components of the vector. Array has public access for efficiency reasons in numerical computations, although method access should be preferred. Do not modify length of array directly.
- Constructor Detail
  - PcMatrix
```
public PcMatrix()
```
    Create a new matrix of zero size.
  - PcMatrix
```
public PcMatrix(int aSize)
```
    Create a square matrix with given dimension.
  - PcMatrix
```
public PcMatrix(int iSize,
        int jSize)
```
    Create a non-square matrix with given dimensions.
- Method Detail
  - clone
```
public java.lang.Object clone()
```
    Duplicate matrix and data array. Method just returns result of copyNew(PcMatrix).
    
    Overrides:
    
    clone in class java.lang.Object
    
    See Also:
    copyNew(PcMatrix)
  - copyNew
```
public static PcMatrix copyNew(PcMatrix mat)
```
    Create a new matrix as clone of argument matrix.
  - getISize
```
public int getISize()
```
    Get number of rows of matrix.
  - getJSize
```
public int getJSize()
```
    Get number of columns of matrix.
  - getSize
```
public int getSize()
```
    Get dimension of square matrix, return -1 for non-square matrices.
  - setSize
```
public void setSize(int aSize)
```
    Set dimension of square matrix.
  - setSize
```
public void setSize(int iSize,
           int jSize)
```
    Set dimension of non-square matrix.
  - getEntry
```
public PuComplex getEntry(int i,
                 int j)
```
    Get the component of matrix.
    
    Since:
    
    JavaView 3.99.043
  - setEntry
```
public void setEntry(int i,
            int j,
            PuComplex value)
```
    Assign value to component of matrix, and possibly enlarge matrix if too small.
    
    Since:
    
    JavaView 3.99.043
  - isSquare
```
public boolean isSquare()
```
    Check if matrix is square.
  - setIdentity
```
public PcMatrix setIdentity()
```
    Initialize square matrix to be identity matrix.
  - setConstant
```
public PcMatrix setConstant(PuComplex aValue)
```
    Set all matrix entries to a constant value.
  - add
```
public PcMatrix add(PcMatrix m)
```
  - add
```
public PcMatrix add(PcMatrix m1,
           PcMatrix m2)
```
  - sub
```
public PcMatrix sub(PcMatrix m)
```
  - sub
```
public PcMatrix sub(PcMatrix m1,
           PcMatrix m2)
```
  - copy
```
public PcMatrix copy(PcMatrix m)
```
  - multScalar
```
public PcMatrix multScalar(PuComplex scalar)
```
  - multScalar
```
public PcMatrix multScalar(PcMatrix m,
                  PuComplex scalar)
```
  - leftMult
```
public PcMatrix leftMult(PcMatrix m)
```
    Multiply with square matrix from left of same sizes using this = m*this. Size of 'this' does not change.
  - rightMult
```
public PcMatrix rightMult(PcMatrix m)
```
    Multiply with square matrix from right of same sizes using this = this*m. Size of 'this' does not change.
  - mult
```
public PcMatrix mult(PcMatrix m1,
            PcMatrix m2)
```
    Multiply two matrices of possibly different sizes using this = m1*m2. Size of 'this' is adjusted to have number of rows equal to first factor and number of columns equal to second factor.
  - multNew
```
public static PcMatrix multNew(PcMatrix m1,
               PcMatrix m2)
```
    Return product of two matrices m1*m2.
    
    Since:
    
    JavaView 2.90.001
  - transpose
```
public PcMatrix transpose()
```
    Transpose a square matrix by this = transpose(this).
  - toString
```
public java.lang.String toString()
```
    Create a string representation of matrix.
    
    Overrides:
    
    toString in class java.lang.Object
  - toShortString
```
public java.lang.String toShortString()
```
    Deprecated. use toString()
    
    Create a short string representation of matrix with all instance variables.
  - eigenvalues
```
public PuComplex[] eigenvalues()
```
    Compute the eigenvalues of a 2x2 matrix.
    
    Returns:
    the two eigenvalues
  - minorMatrix
```
public PcMatrix minorMatrix(int row,
                   int col)
```
    Computes the matrix obtained by deleting row 'row' and column 'col'.
    
    Returns:
    the minor matrix
    Since:
    
    JavaView 2.90.001
  - minor
```
public PuComplex minor(int i,
              int j)
```
    Computes the determinant of the matrix obtained by deleting 'i'th row and 'j'th column.
    
    Returns:
    the minor
    Since:
    
    JavaView 2.90.001
  - determinant
```
public PuComplex determinant()
```
    Computes the determinant of the matrix.
    
    Returns:
    the determinant if the matrix is square, otherwise null.
    Since:
    
    JavaView 2.90.001
  - inverse
```
public PcMatrix inverse()
```
    Computes the inverse of 'this'
    
    Returns:
    the inverse matrix
    Since:
    
    JavaView 2.90.001
  - aEigenvector
```
public PuComplex[] aEigenvector(PuComplex l)
```
    Matrix must be 2x2.
    
    Parameters:
    l - eigenvalue of matrix
    
    Returns:
    2-array that contains (zx,zy) of a arbitrary eigenvector of eigenvalue l; Mz = lz; first component is normalized to 1

Class PcMatrix

Field Summary

Constructor Summary

Method Summary

Methods inherited from class java.lang.Object

Field Detail

m_data

Constructor Detail

PcMatrix

PcMatrix

PcMatrix

Method Detail

clone

copyNew

getISize

getJSize

getSize

setSize

setSize

getEntry

setEntry

isSquare

setIdentity

setConstant

add

add

sub

sub

copy

multScalar

multScalar

leftMult

rightMult

mult

multNew

transpose

toString

toShortString

eigenvalues

minorMatrix

minor

determinant

inverse

aEigenvector