PiVector ("JavaView Reference Manual")

java.lang.Object
- jv.vecmath.P_Vector
- - jv.vecmath.PiVector

All Implemented Interfaces:

java.io.Serializable, java.lang.Cloneable

Direct Known Subclasses:

PgEdgeStar
```
public class PiVector
extends P_Vector
implements java.lang.Cloneable
```
Linear algebra class for an array of integers with variable length.

See Also:
Serialized Form

Field Summary

Fields
Modifier and Type Field and Description

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

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

Constructor Summary

Constructors
Constructor and Description
`PiVector()` Construct vector with zero size.
`PiVector(int aSize)` Constructor creating a vector with given dimension.
`PiVector(int[] x)` Constructs a vector having same length and given initial data as given array.
`PiVector(int x, int y)` Constructs a vector of length 2 and given initial data.
`PiVector(int x, int y, int z)` Constructs a vector of length 3 and given initial data.
`PiVector(int x, int y, int z, int w)` Constructs a vector of length 4 and given initial data.

Method Summary

Methods
Modifier and Type	Method and Description
`void`	`add(int val)` Add a value to each component of the vector.
`void`	`add(int factor, PiVector v)` Add `factor*v` to `this`.
`void`	`add(PiVector m)` Sum with argument vector `this = this+m`.
`void`	`add(PiVector m1, PiVector m2)` Sum of argument vectors `this = m1+m2`.
`int`	`addEntry(int val)` Add another entry at the end of the vector and increment size of vector.
`static boolean`	`adjustSizes(PiVector[] dataDest, int destInd, PiVector[] dataSrc, int srcInd, int size)` Adjusts the sizes of vectors in destination array to match the sizes of vectors in source array.
`static PiVector[][]`	`alloc(int sizeI, int sizeJ, int vectorSize)` Allocate a new array of vectors, where all vectors have the same dimension.
`double`	`average()` Compute the average value of all entries.
`void`	`blend(double a, PiVector v, double b, PiVector w)` Interpolate between two vectors with given weights.
`void`	`blend(int a, PiVector v, int b, PiVector w)` Interpolate between two vectors with given weights.
`void`	`blendBase(PiVector v, int b, PiVector w)` Interpolate between two vectors with given weights.
`static PiVector`	`blendNew(int a, PiVector v, int b, PiVector w)` Create a new vector `this = av + bw`.
`int`	`changeValue(int oldValue, int newValue)` Change all occurrence of value oldValue to newValue COMPARE: changeValue(int, int, int) return number of changed positions
`int`	`changeValue(int usedSize, int oldValue, int newValue)` Change occurrence of value oldValue to newValue on first 'usedSize' positions difference to method changeValue(int, int): sometime we use vectors where only the first entries are used.
`java.lang.Object`	`clone()` Clone object and all instance variables.
`void`	`concat(PiVector piv)` Concatenates another PiVector to the end of this vector.
`static PiVector`	`concatNew(PiVector v, PiVector w)` Concatenate two PiVectors into one new PiVector.
`boolean`	`contains(int aValue)` Returns true if this PiVector contains 'aValue'.
`void`	`copy(int[] anArray, int aSize)` Copy a integer array into a vector, and do not adjust size of destination vector.
`boolean`	`copy(int destInd, PiVector dataSrc, int srcInd, int size)` Copy part of the source vector into this vector, and adjust size of this vector only if it is too small.
`void`	`copy(PiVector v)` Copy a vector into a vector, and do not adjust size of dest vector.
`static boolean`	`copy(PiVector[] dataDest, int destInd, PiVector[] dataSrc, int srcInd, int size)` Copies some vectors of a given array of vectors into an existing destination array.
`void`	`copyArray(PiVector v)` Copy data array of source vector into this vector, and do not adjust size of destination vector.
`static PiVector[]`	`copyNew(int[][] data)` Create an new array with copies of all doubles of a given 2-dimensional array of numbers.
`static PiVector`	`copyNew(PiVector v)` Create a new vector as clone of argument vector.
`static PiVector[]`	`copyNew(PiVector[] data)` Create an new array with copies of all vectors of a given array of vectors.
`static PiVector[]`	`copyNew(PiVector[] data, int size)` Create an new array with copies of the first 'size' vectors of a given array of vectors.
`int`	`dist(PiVector v)` Euclidean distance `dist = \|this-v\|`.
`int`	`dot(PiVector v)` Compute scalar product with argument vector.
`static int`	`dot(PiVector v, PiVector w)` Scalar product of two vectors.
`boolean`	`equals(int[] list)` Compare vector with list of integers and return `false if different array lengths or a different entry.`
`boolean`	`equals(java.lang.Object obj)` Determines whether another vector or array of ints is equal to this vector.
`boolean`	`equals(PiVector v)` Determines whether another vector is equal to this vector.
`int[]`	`getEntries()` Return a copy of content of vector as array of integers.
`static int[][]`	`getEntries(PiVector[] vArr)` Return content of array of vectors as matrix of integers.
`int`	`getEntry(int ind)` Get the component of a vector.
`int`	`getFirstEntry()` Get the first component of a vector.
`int`	`getIndexOf(int aValue)` Find index of first occurrence of value 'aValue' in vector.
`int`	`getLastEntry()` Get the last component of a vector.
`double`	`getLength()` Get Euclidean length of vector.
`static int`	`getSameSize(PiVector[] vecArr, int numUsed)` Check of all vectors in array of vector have same length.
`int`	`getSize()` Return size of vector, i.e. number of entries in data array.
`boolean`	`hasUniqueEntries()` Check, whether all entries of this vector are different.
`int`	`indexOfAbsMax()` Find component in vector with maximal absolute value.
`int`	`indexOfAbsMin()` Find component in vector with minimal absolute value.
`int`	`indexOfMax()` Find component in vector with maximal value.
`int`	`indexOfMin()` Find component in vector with minimal value.
`int`	`indexOfValueInOrdering(int value)` Computes the index i of the first entry of vector with `v[i]>=value` in logarithmic time.
`PiVector`	`invert()` Invert order of all entries, i.e. the first entry becomes the last entry.
`PiVector`	`invert(int usedSize)` Invert order of the first 'usedSize' entries, i.e. the first entry becomes the 'usedSize-1' entry.
`void`	`leftMultMatrix(PdMatrix m)` Multiply vector with matrix `this = m*this`.
`void`	`leftMultMatrix(PdMatrix m, PiVector v)` Multiply vector with matrix `this = m*v`.
`int`	`length()` Get Euclidean length of vector as rounded integer.
`int`	`max()` Find maximum value in vector.
`static boolean`	`max(PiVector max, PiVector[] vecArr, int arrayLength)` Find the maximum of an array of vectors in each component.
`double`	`maxAbs()` Find maximal absolute value of component in vector.
`int`	`min()` Find minimal value of component in vector.
`static boolean`	`min(PiVector min, PiVector[] vecArr, int arrayLength)` Find the minimum of an array of vectors in each component.
`void`	`multScalar(int scalar)` Multiply vector with scalar `this = scalar*this`.
`void`	`multScalar(PiVector v, int scalar)` Multiply argument vector with scalar `this = scalar*v`.
`boolean`	`normalize()` Deprecated. use PdVector
`void`	`normalize(PiVector v)` Deprecated. use PdVector
`static PiVector[]`	`realloc(PiVector[] data, int arraySize)` Allocate an array of vectors.
`static PiVector[]`	`realloc(PiVector[] data, int arraySize, int vectorSize)` Allocate an array of vectors, where all vectors have the same dimension.
`void`	`removeEntry(int ind)` Remove an entry from the vector.
`void`	`removeSuccessiveDuplicates()` Removes all successive duplicate entries.
`void`	`rightMultMatrix(PdMatrix m)` Multiply vector with matrix `this = this*m`.
`void`	`rightMultMatrix(PiVector v, PdMatrix m)` Multiply vector with matrix `this = v*m`.
`void`	`set(int x)` Assign value to vector, and set size of vector to 1.
`void`	`set(int[] x)` Assign values of vector, and adjust length of vector if different from length of array.
`void`	`set(int[] x, int len)` Assign first values of array to vector, and adjust length of vector if different from argument len.
`void`	`set(int[] x, int from, int len)` Assign 'len' values of array starting at 'from' to vector, and adjust length of vector if different from argument len.
`void`	`set(int x, int y)` Assign value to vector, and set size of vector to 2.
`void`	`set(int x, int y, int z)` Assign value to vector, and set size of vector to 3.
`void`	`set(int x, int y, int z, int w)` Assign value to vector, and set size of vector to 4.
`void`	`set(PiVector x, int from, int len)` Assign 'len' values of array starting at 'from' to vector, and adjust length of vector if different from argument len.
`void`	`setConstant(int aValue)` Set all entries to a constant value.
`static void`	`setConstant(PiVector[] vecArr, int aValue)` Set all components of all vectors of an array to a constant.
`static void`	`setConstant(PiVector[] vecArr, int[] data)` Set all vectors of an array equal to a given vector.
`static void`	`setConstant(PiVector[] vecArr, PiVector aVector)` Set all vectors of an array equal to a given vector.
`static void`	`setConstant(PiVector v, int aValue)` Set all entries to a constant value.
`void`	`setEntry(int ind, int value)` Assign value to component of vector, and possibly enlarge vector if too small.
`void`	`setFirstEntry(int value)` Set the first component of a vector.
`void`	`setLastEntry(int value)` Set the last component of a vector.
`void`	`setLength(int aLength)` Deprecated. use PdVector
`int`	`setSize(int aSize)` Set dimension of vector, i.e. length of its data array.
`void`	`shift(int num)` Shift components in cyclic order within the array.
`void`	`sort()` Sort entries of this PiVector by size.
`void`	`sort(PiVector vecOut)` Fill OutVector with sorted entries of this PiVector.
`int`	`sqrDist(PiVector v)` Square of Euclidean distance `sqrDist = \|this-v\|^2`.
`int`	`sqrLength()` Get square of euclidean length of vector.
`void`	`sub(PiVector m)` Difference with argument vector `this = this-m`.
`void`	`sub(PiVector m1, PiVector m2)` Difference of argument vectors `this = m1 - m2`.
`static PiVector`	`subNew(PiVector m1, PiVector m2)` Create a new vector as difference of argument vectors `new = m1-m2`.
`int`	`sum()` Compute the sum of all entries.
`java.lang.String`	`toShortString()` Create a single-line string representation of the vector components and attributes.
`java.lang.String`	`toString()` Create a multi-line string representation with detailed information about all instance variables.

Methods inherited from class jv.vecmath.P_Vector
clearTag, clone, clone, copy, getBits, getDetail, getName, getURL, hasTag, invert, setDetail, setName, setTag, setURL

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

- Field Detail
  - m_data
```
public int[] 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
  - PiVector
```
public PiVector()
```
    Construct vector with zero size.
  - PiVector
```
public PiVector(int aSize)
```
    Constructor creating a vector with given dimension. The length of the integer array is 'aSize', no initialization performed.
  - PiVector
```
public PiVector(int x,
        int y)
```
    Constructs a vector of length 2 and given initial data.
  - PiVector
```
public PiVector(int x,
        int y,
        int z)
```
    Constructs a vector of length 3 and given initial data.
  - PiVector
```
public PiVector(int x,
        int y,
        int z,
        int w)
```
    Constructs a vector of length 4 and given initial data.
  - PiVector
```
public PiVector(int[] x)
```
    Constructs a vector having same length and given initial data as given array.
- Method Detail
  - clone
```
public java.lang.Object clone()
```
    Clone object and all instance variables. Similar like copyNew(PiVector) but this clone() method is consistent with possible subclasses while copyNew() explicitly creates a new PiVector.
    
    Overrides:
    
    clone in class java.lang.Object
    
    See Also:
    copyNew(PiVector)
  - getEntries
```
public static int[][] getEntries(PiVector[] vArr)
```
    Return content of array of vectors as matrix of integers.
    
    Parameters:
    vArr - Array of vectors
    
    Returns:
    2-dimensional matrix of integers
  - alloc
```
public static PiVector[][] alloc(int sizeI,
                 int sizeJ,
                 int vectorSize)
```
    Allocate a new array of vectors, where all vectors have the same dimension.
    
    Parameters:
    sizeI - number of rows in new array
    sizeJ - number of columns in row[i] in new array
    vectorSize - dimension of vectors in new array
    See Also:
    realloc(PiVector [], int, int)
  - realloc
```
public static final PiVector[] realloc(PiVector[] data,
                 int arraySize,
                 int vectorSize)
```
    Allocate an array of vectors, where all vectors have the same dimension. If argument data!=null then as most as possible of the content of existing vectors is copied into (possibly reused) vectors of the reallocated array.
    If requested array size is 0 then method returns an array of length 0.
    
    Parameters:
    data - possibly empty array of vectors
    arraySize - number of vectors in new array
    vectorSize - dimension of vectors in new array
    See Also:
    realloc(PiVector [], int)
  - realloc
```
public static final PiVector[] realloc(PiVector[] data,
                 int arraySize)
```
    Allocate an array of vectors. If argument data!=null then as most as possible of the existing vectors are reused in the reallocated array. New vectors are allocated with dimension zero.
    If requested array size is 0 then method returns an array of length 0.
    
    Parameters:
    data - possibly empty array of vectors
    arraySize - number of vectors in new array
    See Also:
    realloc(PiVector [], int, int)
  - copyNew
```
public static PiVector[] copyNew(int[][] data)
```
    Create an new array with copies of all doubles of a given 2-dimensional array of numbers. Each row of argument vector is stored in a vector. Rows may have different length. A row with length zero leads to a warning message, and allocates a vector with length zero.
    
    Parameters:
    data - 2-dimensional array of numbers
    
    Returns:
    new array with same number of vectors as rows of argument array
    See Also:
    copyNew(PiVector [], int), copy(PiVector [], int, PiVector [], int, int)
  - copyNew
```
public static PiVector[] copyNew(PiVector[] data)
```
    Create an new array with copies of all vectors of a given array of vectors. The new array contains new vectors containing the same data as the original vectors.
    
    Parameters:
    data - array of vectors
    
    Returns:
    new array with same number of vectors as argument array
    See Also:
    copyNew(PiVector [], int), copy(PiVector [], int, PiVector [], int, int)
  - copyNew
```
public static PiVector[] copyNew(PiVector[] data,
                 int size)
```
    Create an new array with copies of the first 'size' vectors of a given array of vectors. The new array contains new vectors containing the same data as the original vectors.
    
    Parameters:
    data - array of vectors
    size - number of copied vectors of array
    
    Returns:
    new array with number of vectors equal to argument 'size'
    See Also:
    copyNew(PiVector []), copy(PiVector [], int, PiVector [], int, int)
  - copy
```
public static boolean copy(PiVector[] dataDest,
           int destInd,
           PiVector[] dataSrc,
           int srcInd,
           int size)
```
    Copies some vectors of a given array of vectors into an existing destination array. All vectors in source and destination array must exist already.
```
   for (int i=0; i
 Destination array must be large enough, i.e. dataDest.length >= destInd+size.
```
    Parameters:
    dataDest - destination array of vectors
    destInd - index of first destination vector in dataDest
    dataSrc - source array of vectors
    srcInd - index of first source vector in dataSrc used for copying
    size - number of copied vectors of array
    
    Returns:
    true if destination array is large enough
    See Also:
    copy(PiVector), adjustSizes(PiVector[], int, PiVector[], int, int)
  - adjustSizes
```
public static boolean adjustSizes(PiVector[] dataDest,
                  int destInd,
                  PiVector[] dataSrc,
                  int srcInd,
                  int size)
```
    Adjusts the sizes of vectors in destination array to match the sizes of vectors in source array. All vectors in source and destination array must exist already. Destination array must be large enough, i.e. must have at least size destInd+size
```
   for (int i=0; i
```
    Parameters:
    dataDest - destination array of vectors
    destInd - index of first destination vector in dataDest
    dataSrc - source array of vectors
    srcInd - index of first source vector in dataSrc used for copying
    size - number of copied vector sizes of array
    
    Returns:
    true at success
    Since:
    
    JavaView 3.30.002
    
    See Also:
    copy(PiVector[], int, PiVector[], int, int)
  - getSameSize
```
public static int getSameSize(PiVector[] vecArr,
              int numUsed)
```
    Check of all vectors in array of vector have same length.
    
    Returns:
    same length, or -1 if different or no entries.
  - min
```
public static final boolean min(PiVector min,
          PiVector[] vecArr,
          int arrayLength)
```
    Find the minimum of an array of vectors in each component. Vectors of array may have different length. Any comparison is between the resulting vector and a vector of the array is done for the common number of components.
    
    Parameters:
    min - computed minimum
    vecArr - array of vectors
    arrayLength - number of used vectors of array
    See Also:
    max(PiVector, PiVector [], int)
  - max
```
public static final boolean max(PiVector max,
          PiVector[] vecArr,
          int arrayLength)
```
    Find the maximum of an array of vectors in each component. Vectors of array may have different length. Any comparison is between the resulting vector and a vector of the array is done for the common number of components.
    
    Parameters:
    max - computed maximum
    vecArr - array of vectors
    arrayLength - number of used vectors of array
    See Also:
    min(PiVector, PiVector [], int)
  - setConstant
```
public static void setConstant(PiVector[] vecArr,
               int aValue)
```
    Set all components of all vectors of an array to a constant.
  - setConstant
```
public static void setConstant(PiVector[] vecArr,
               int[] data)
```
    Set all vectors of an array equal to a given vector. All vectors of argument array must have same length.
  - setConstant
```
public static void setConstant(PiVector[] vecArr,
               PiVector aVector)
```
    Set all vectors of an array equal to a given vector. All vectors of argument array must have same length.
  - setConstant
```
public static void setConstant(PiVector v,
               int aValue)
```
    Set all entries to a constant value.
  - setConstant
```
public void setConstant(int aValue)
```
    Set all entries to a constant value.
  - getSize
```
public int getSize()
```
    Return size of vector, i.e. number of entries in data array.
  - setSize
```
public int setSize(int aSize)
```
    Set dimension of vector, i.e. length of its data array. Existing data is copied into the new array.
    
    Parameters:
    aSize - new number of components of vector
    
    Returns:
    new number of components of vector
  - getEntries
```
public int[] getEntries()
```
    Return a copy of content of vector as array of integers.
  - getEntry
```
public int getEntry(int ind)
```
    Get the component of a vector.
  - setEntry
```
public void setEntry(int ind,
            int value)
```
    Assign value to component of vector, and possibly enlarge vector if too small.
    
    Parameters:
    ind - index of component to modify
    value - new value of component
  - getFirstEntry
```
public int getFirstEntry()
```
    Get the first component of a vector.
    
    Returns:
    value of the first component.
  - setFirstEntry
```
public void setFirstEntry(int value)
```
    Set the first component of a vector.
    
    Parameters:
    value - new value of first component
  - getLastEntry
```
public int getLastEntry()
```
    Get the last component of a vector.
    
    Returns:
    value of the last component.
  - setLastEntry
```
public void setLastEntry(int value)
```
    Set the last component of a vector.
    
    Parameters:
    value - new value of last component
  - addEntry
```
public int addEntry(int val)
```
    Add another entry at the end of the vector and increment size of vector.
    
    Parameters:
    val - value to be added
    
    Returns:
    index of new last entry.
  - removeEntry
```
public void removeEntry(int ind)
```
    Remove an entry from the vector. All successive entries will be copied.
    
    Parameters:
    ind - Index of the entry to remove.
  - concat
```
public void concat(PiVector piv)
```
    Concatenates another PiVector to the end of this vector.
    
    Parameters:
    piv - Vector to append to this one.
  - concatNew
```
public static PiVector concatNew(PiVector v,
                 PiVector w)
```
    Concatenate two PiVectors into one new PiVector.
    
    Parameters:
    v - First vector
    w - Second vector
    
    Returns:
    Concatenation of both vectors.
  - set
```
public void set(PiVector x,
       int from,
       int len)
```
    Assign 'len' values of array starting at 'from' to vector, and adjust length of vector if different from argument len.
  - set
```
public void set(int[] x,
       int from,
       int len)
```
    Assign 'len' values of array starting at 'from' to vector, and adjust length of vector if different from argument len.
  - set
```
public void set(int[] x,
       int len)
```
    Assign first values of array to vector, and adjust length of vector if different from argument len.
  - set
```
public void set(int[] x)
```
    Assign values of vector, and adjust length of vector if different from length of array.
  - set
```
public void set(int x)
```
    Assign value to vector, and set size of vector to 1.
  - set
```
public void set(int x,
       int y)
```
    Assign value to vector, and set size of vector to 2.
  - set
```
public void set(int x,
       int y,
       int z)
```
    Assign value to vector, and set size of vector to 3.
  - set
```
public void set(int x,
       int y,
       int z,
       int w)
```
    Assign value to vector, and set size of vector to 4.
  - getIndexOf
```
public int getIndexOf(int aValue)
```
    Find index of first occurrence of value 'aValue' in vector.
    
    Returns:
    -1 if aValue not found
  - contains
```
public boolean contains(int aValue)
```
    Returns true if this PiVector contains 'aValue'.
  - changeValue
```
public int changeValue(int usedSize,
              int oldValue,
              int newValue)
```
    Change occurrence of value oldValue to newValue on first 'usedSize' positions difference to method changeValue(int, int): sometime we use vectors where only the first entries are used. The other entries are not used and initialized to zero. If by chance 'oldValue' is zero then these initialization would be spoiled, which is very error prone. return number of changed positions
  - changeValue
```
public int changeValue(int oldValue,
              int newValue)
```
    Change all occurrence of value oldValue to newValue COMPARE: changeValue(int, int, int) return number of changed positions
  - shift
```
public void shift(int num)
```
    Shift components in cyclic order within the array. If num>0, the components will be shifted in upper direction, i.e. index i -> index i+1.
    
    Parameters:
    num - number of positions each component is shifted
    See Also:
    invert()
  - invert
```
public PiVector invert(int usedSize)
```
    Invert order of the first 'usedSize' entries, i.e. the first entry becomes the 'usedSize-1' entry.
    
    Parameters:
    usedSize - number of used entries
    
    Returns:
    this
    See Also:
    invert()
  - invert
```
public PiVector invert()
```
    Invert order of all entries, i.e. the first entry becomes the last entry.
    
    Returns:
    this
    See Also:
    invert(int)
  - add
```
public void add(int val)
```
    Add a value to each component of the vector.
    
    Parameters:
    val - number to be added to each component
  - add
```
public void add(PiVector m)
```
    Sum with argument vector this = this+m.
  - add
```
public void add(int factor,
       PiVector v)
```
    Add factor*v to this. If result vector 'this' is empty then its size is set to length of vector 'v'. Otherwise, 'this' and v must be of same size.
    
    Parameters:
    v - vector to add to 'this'
    factor - weight of vector v
    See Also:
    add(PiVector), add(PiVector, PiVector), blendBase(PiVector, int, PiVector), blend(int, PiVector, int, PiVector)
  - add
```
public void add(PiVector m1,
       PiVector m2)
```
    Sum of argument vectors this = m1+m2.
  - sub
```
public void sub(PiVector m)
```
    Difference with argument vector this = this-m.
  - sub
```
public void sub(PiVector m1,
       PiVector m2)
```
    Difference of argument vectors this = m1 - m2.
  - subNew
```
public static PiVector subNew(PiVector m1,
              PiVector m2)
```
    Create a new vector as difference of argument vectors new = m1-m2. If sizes differ then a warning is thrown and a vector of minimal common size returned.
  - copyNew
```
public static PiVector copyNew(PiVector v)
```
    Create a new vector as clone of argument vector.
    
    Parameters:
    v - source vector to clone
  - copy
```
public boolean copy(int destInd,
           PiVector dataSrc,
           int srcInd,
           int size)
```
    Copy part of the source vector into this vector, and adjust size of this vector only if it is too small.
    
    See Also:
    copy(PiVector)
  - copy
```
public void copy(PiVector v)
```
    Copy a vector into a vector, and do not adjust size of dest vector. If destination vector is empty then allocated space of size of source vector. If source and destination vectors have different size then use the mininum of both sizes. If destination vector is bigger than source then reset the additional entries in destination vector with 0.
    
    Parameters:
    v - source vector to copy
    See Also:
    copy(int,PiVector,int,int)
  - copyArray
```
public void copyArray(PiVector v)
```
    Copy data array of source vector into this vector, and do not adjust size of destination vector. In contrast to copy(PiVector) this method does not invoke the copy method of the superclass. If destination vector is empty then allocated space of size of source vector. If source and destination vectors have different size then use the minimum of both sizes for copying. If destination vector is bigger than source then reset the additional entries in destination vector with 0.
    
    Parameters:
    v - source vector to copy
    See Also:
    copy(PiVector)
  - copy
```
public void copy(int[] anArray,
        int aSize)
```
    Copy a integer array into a vector, and do not adjust size of destination vector. If destination vector is empty then allocated space of size of source array. If source and destination vectors have different size then use the minimum of both sizes. If destination vector is bigger than source then reset the additional entries in destination vector with 0.
    
    See Also:
    copy(int, PiVector, int, int)
  - multScalar
```
public void multScalar(int scalar)
```
    Multiply vector with scalar this = scalar*this.
  - multScalar
```
public void multScalar(PiVector v,
              int scalar)
```
    Multiply argument vector with scalar this = scalar*v.
  - leftMultMatrix
```
public void leftMultMatrix(PdMatrix m)
```
    Multiply vector with matrix this = m*this. Matrix must be square and of same size than vector. Method does not change size of 'this'!
  - leftMultMatrix
```
public void leftMultMatrix(PdMatrix m,
                  PiVector v)
```
    Multiply vector with matrix this = m*v. Matrix need not be square. Method modifies size of vector to number of row of matrix.
  - rightMultMatrix
```
public void rightMultMatrix(PdMatrix m)
```
    Multiply vector with matrix this = this*m. Matrix must be square and of same size than vector. Method does not change size of 'this'!
  - rightMultMatrix
```
public void rightMultMatrix(PiVector v,
                   PdMatrix m)
```
    Multiply vector with matrix this = v*m. Matrix need not be square. Method modifies size of vector to number of columns of matrix.
  - dot
```
public static int dot(PiVector v,
      PiVector w)
```
    Scalar product of two vectors.
  - dot
```
public int dot(PiVector v)
```
    Compute scalar product with argument vector.
  - sqrLength
```
public int sqrLength()
```
    Get square of euclidean length of vector.
  - length
```
public int length()
```
    Get Euclidean length of vector as rounded integer.
  - getLength
```
public double getLength()
```
    Get Euclidean length of vector.
    
    Since:
    
    JavaView 3.24.003.
  - normalize
```
public boolean normalize()
```
    Deprecated. use PdVector
    
    Normalize vector to unit length.
  - normalize
```
public void normalize(PiVector v)
```
    Deprecated. use PdVector
    
    Set vector to normalized argument vector.
  - setLength
```
public void setLength(int aLength)
```
    Deprecated. use PdVector
    
    Set Euclidean length of vector.
  - blendNew
```
public static PiVector blendNew(int a,
                PiVector v,
                int b,
                PiVector w)
```
    Create a new vector this = a*v + b*w.
    
    See Also:
    blend(int, PiVector, int, PiVector), blendBase(PiVector, int, PiVector)
  - blend
```
public void blend(int a,
         PiVector v,
         int b,
         PiVector w)
```
    Interpolate between two vectors with given weights. Uses this = v*a + w*b. If result vector 'this' is empty then its size is set to length of vector v, otherwise interpolation is done up to length of result vector.
    
    Parameters:
    v - first vector
    a - weight of vector v
    w - second vector
    b - weight of vector w
    See Also:
    blendBase(PiVector, int, PiVector), blendNew(int, PiVector, int, PiVector)
  - blendBase
```
public void blendBase(PiVector v,
             int b,
             PiVector w)
```
    Interpolate between two vectors with given weights. Uses this = v + w*b. If result vector 'this' is empty then its size is set to length of vector v, otherwise interpolation is done up to length of result vector.
    
    Parameters:
    v - first vector
    w - second vector
    b - weight of vector w
    See Also:
    blend(int, PiVector, int, PiVector), blendNew(int, PiVector, int, PiVector)
  - blend
```
public void blend(double a,
         PiVector v,
         double b,
         PiVector w)
```
    Interpolate between two vectors with given weights. Uses this = v*a + w*b. If result vector 'this' is empty then its size is set to length of vector v, otherwise interpolation is done up to length of result vector.
    
    Parameters:
    v - first vector
    a - weight of vector v
    w - second vector
    b - weight of vector w
    See Also:
    blendBase(PiVector, int, PiVector), blendNew(int, PiVector, int, PiVector)
  - dist
```
public int dist(PiVector v)
```
    Euclidean distance dist = |this-v|.
  - sqrDist
```
public int sqrDist(PiVector v)
```
    Square of Euclidean distance sqrDist = |this-v|^2.
  - max
```
public int max()
```
    Find maximum value in vector.
    
    See Also:
    min(), indexOfMax(), indexOfAbsMax()
  - maxAbs
```
public double maxAbs()
```
    Find maximal absolute value of component in vector.
    
    Returns:
    absolute value of maximal absolute component
    See Also:
    min(), indexOfMax(), indexOfAbsMax()
  - min
```
public int min()
```
    Find minimal value of component in vector.
    
    Returns:
    value of minimal component
    See Also:
    max(), indexOfMin(), indexOfAbsMin()
  - indexOfAbsMax
```
public int indexOfAbsMax()
```
    Find component in vector with maximal absolute value.
    
    Returns:
    index of maximal absolute component
    See Also:
    max(), indexOfMax()
  - indexOfAbsMin
```
public int indexOfAbsMin()
```
    Find component in vector with minimal absolute value.
    
    Returns:
    index of minimal absolute component
    See Also:
    min(), indexOfMin()
  - indexOfMax
```
public int indexOfMax()
```
    Find component in vector with maximal value.
    
    Returns:
    index of maximal component
    See Also:
    indexOfAbsMax()
  - indexOfMin
```
public int indexOfMin()
```
    Find component in vector with minimal value.
    
    Returns:
    index of minimal component
    See Also:
    indexOfAbsMin()
  - indexOfValueInOrdering
```
public int indexOfValueInOrdering(int value)
```
    Computes the index i of the first entry of vector with v[i]>=value in logarithmic time. Vector must be sort by increasing values.
    
    Parameters:
    value - Find position of this value in order vector.
    
    Returns:
    Index of the first entry of vector with v[i]>=value or -1 if value is smaller than minimum value of vector.
  - sum
```
public int sum()
```
    Compute the sum of all entries.
  - average
```
public double average()
```
    Compute the average value of all entries. Return 0 if this vector has no entries.
    
    Returns:
    Average of all entries if size is > 0, and 0 otherwise.
  - hasUniqueEntries
```
public boolean hasUniqueEntries()
```
    Check, whether all entries of this vector are different.
  - sort
```
public void sort(PiVector vecOut)
```
    Fill OutVector with sorted entries of this PiVector.
  - sort
```
public void sort()
```
    Sort entries of this PiVector by size.
  - equals
```
public boolean equals(java.lang.Object obj)
```
    Determines whether another vector or array of ints is equal to this vector.
    
    Overrides:
    
    equals in class java.lang.Object
    
    Since:
    
    JavaView 3.84.027
    
    See Also:
    equals(int[]), equals(PiVector), Object.equals(java.lang.Object)
  - equals
```
public boolean equals(int[] list)
```
    Compare vector with list of integers and return false if different array lengths or a different entry. Determines whether a list of integers is equal to data of this vector. The result is true if both arrays have same length and equal components. Result is also true if argument vector is null and this vector has no entries.
    Parameters: list - the list of integers to compare with Returns: true if the objects are the same; false otherwise.
  equals public boolean equals(PiVector v) Determines whether another vector is equal to this vector. The result is true if both vectors have same length and equal components. Result is also true if argument vector is null and this vector has no entries. Parameters: v - the vector to compare with Returns: true if the objects are the same; false otherwise. toString public java.lang.String toString() Create a multi-line string representation with detailed information about all instance variables. Overrides: toString in class P_Vector See Also: toShortString() toShortString public java.lang.String toShortString() Create a single-line string representation of the vector components and attributes. See Also: toString() removeSuccessiveDuplicates public void removeSuccessiveDuplicates() Removes all successive duplicate entries. Call sort() before, if you want to remove all douplicates.

Class PiVector

Field Summary

Constructor Summary

Method Summary

Methods inherited from class jv.vecmath.P_Vector

Methods inherited from class java.lang.Object

Field Detail

m_data

Constructor Detail

PiVector

PiVector

PiVector

PiVector

PiVector

PiVector

Method Detail

clone

getEntries

alloc

realloc

realloc

copyNew

copyNew

copyNew

copy

adjustSizes

getSameSize

min

max

setConstant

setConstant

setConstant

setConstant

setConstant

getSize

setSize

getEntries

getEntry

setEntry

getFirstEntry

setFirstEntry

getLastEntry

setLastEntry

addEntry

removeEntry

concat

concatNew

set

set

set

set

set

set

set

set

getIndexOf

contains

changeValue

changeValue

shift

invert

invert

add

add

add

add

sub

sub

subNew

copyNew

copy

copy

copyArray

copy

multScalar

multScalar

leftMultMatrix

leftMultMatrix

rightMultMatrix

rightMultMatrix