Package org.ejml.dense.block

Class MatrixOps_FDRB

java.lang.Object
org.ejml.dense.block.MatrixOps_FDRB
@Generated("org.ejml.dense.block.MatrixOps_DDRB") public class MatrixOps_FDRB extends Object
Various operations on FMatrixRBlock.

  • Constructor Details

    • MatrixOps_FDRB

      public MatrixOps_FDRB()

  • Method Details

    • convert

      public static void convert(FMatrixRMaj src, FMatrixRBlock dst)
      Converts a row major matrix into a row major block matrix.
      Parameters:
      src - Original FMatrixRMaj. Not modified.
      dst - Equivalent FMatrixRBlock. Modified.

    • convertInplace

      public static FMatrixRBlock convertInplace(FMatrixRMaj src, @Nullable @Nullable FMatrixRBlock dst, @Nullable @Nullable FGrowArray workspace)
      Converts a row major matrix into a row major block matrix. Both matrices will contain the same data array. Useful when you wish to avoid declaring two large matrices.
      Parameters:
      src - Original FMatrixRMaj. Modified.
      dst - Equivalent FMatrixRBlock. Modified.

    • convertRowToBlock

      public static void convertRowToBlock(int numRows, int numCols, int blockLength, float[] data, @Nullable @Nullable FGrowArray workspace)

      Converts matrix data stored is a row major format into a block row major format in place.

      Parameters:
      numRows - number of rows in the matrix.
      numCols - number of columns in the matrix.
      blockLength - Block size in the converted matrix.
      data - Matrix data in a row-major format. Modified.
      workspace - Optional internal workspace. Nullable.

    • convert

      public static FMatrixRMaj convert(FMatrixRBlock src, FMatrixRMaj dst)
      Converts a row major block matrix into a row major matrix.
      Parameters:
      src - Original FMatrixRBlock.. Not modified.
      dst - Equivalent FMatrixRMaj. Modified.

    • convertInplace

      public static FMatrixRMaj convertInplace(FMatrixRBlock src, @Nullable @Nullable FMatrixRMaj dst, @Nullable @Nullable FGrowArray workspace)
      Converts a row major block matrix into a row major matrix. Both matrices will contain the same data array. Useful when you wish to avoid declaring two large matrices.
      Parameters:
      src - Original FMatrixRBlock. Modified.
      dst - Equivalent FMatrixRMaj. Modified.

    • convertBlockToRow

      public static void convertBlockToRow(int numRows, int numCols, int blockLength, float[] data, @Nullable @Nullable FGrowArray workspace)

      Converts matrix data stored is a block row major format into a row major format in place.

      Parameters:
      numRows - number of rows in the matrix.
      numCols - number of columns in the matrix.
      blockLength - Block size in the converted matrix.
      data - Matrix data in a block row-major format. Modified.
      workspace - Optional internal workspace. Nullable.

    • convertTranSrc

      public static void convertTranSrc(FMatrixRMaj src, FMatrixRBlock dst)
      Converts the transpose of a row major matrix into a row major block matrix.
      Parameters:
      src - Original FMatrixRMaj. Not modified.
      dst - Equivalent FMatrixRBlock. Modified.

    • mult

      public static void mult(FMatrixRBlock A, FMatrixRBlock B, FMatrixRBlock C)

    • multTransA

      public static void multTransA(FMatrixRBlock A, FMatrixRBlock B, FMatrixRBlock C)

    • multTransB

      public static void multTransB(FMatrixRBlock A, FMatrixRBlock B, FMatrixRBlock C)

    • transpose

      public static FMatrixRBlock transpose(FMatrixRBlock A, @Nullable @Nullable FMatrixRBlock A_tran)
      Transposes a block matrix.
      Parameters:
      A - Original matrix. Not modified.
      A_tran - Transposed matrix. Modified.

    • createRandom

      public static FMatrixRBlock createRandom(int numRows, int numCols, float min, float max, Random rand)

    • createRandom

      public static FMatrixRBlock createRandom(int numRows, int numCols, float min, float max, Random rand, int blockLength)

    • convert

      public static FMatrixRBlock convert(FMatrixRMaj A, int blockLength)

    • convert

      public static FMatrixRBlock convert(FMatrixRMaj A)

    • isEquals

      public static boolean isEquals(FMatrixRBlock A, FMatrixRBlock B)

    • isEquals

      public static boolean isEquals(FMatrixRBlock A, FMatrixRBlock B, float tol)

    • zeroTriangle

      public static void zeroTriangle(boolean upper, FMatrixRBlock A)
      Sets either the upper or low triangle of a matrix to zero

    • copyTriangle

      public static void copyTriangle(boolean upper, FMatrixRBlock src, FMatrixRBlock dst)
      Copies either the upper or lower triangular portion of src into dst. Dst can be smaller than src.
      Parameters:
      upper - If the upper or lower triangle is copied.
      src - The source matrix. Not modified.
      dst - The destination matrix. Modified.

    • set

      public static void set(FMatrixRBlock A, float value)

      Sets every element in the matrix to the specified value.

      aij = value

      Parameters:
      A - A matrix whose elements are about to be set. Modified.
      value - The value each element will have.

    • setIdentity

      public static void setIdentity(FMatrixRBlock A)

      Sets the value of A to all zeros except along the diagonal.

      Parameters:
      A - Block matrix.

    • identity

      public static FMatrixRBlock identity(int numRows, int numCols, int blockLength)

      Returns a new matrix with ones along the diagonal and zeros everywhere else.

      Parameters:
      numRows - Number of rows.
      numCols - NUmber of columns.
      blockLength - Block length.
      Returns:
      An identify matrix.

    • checkIdenticalShape

      public static void checkIdenticalShape(FMatrixRBlock A, FMatrixRBlock B)

      Checks to see if the two matrices have an identical shape an block size.

      Parameters:
      A - Matrix.
      B - Matrix.

    • extractAligned

      public static void extractAligned(FMatrixRBlock src, FMatrixRBlock dst)

      Extracts a matrix from src into dst. The submatrix which is copied has its initial coordinate at (0,0) and ends at (dst.numRows,dst.numCols). The end rows/columns must be aligned along blocks or else it will silently screw things up.

      Parameters:
      src - Matrix which a submatrix is being extracted from. Not modified.
      dst - Where the submatrix is written to. Its rows and columns be less than or equal to 'src'. Modified.

    • blockAligned

      public static boolean blockAligned(int blockLength, FSubmatrixD1 A)
      Checks to see if the submatrix has its boundaries along inner blocks.
      Parameters:
      blockLength - Size of an inner block.
      A - Submatrix.
      Returns:
      If it is block aligned or not.