This library is undocumented

Here you will find the list of all functions, which are defined outside the scope of a class.

E(dimension:int,unit:int):lvector_t

Creates a LAPACK a unit vector

I(size:int):matrix

Creates a diagonal square matrix

generalizedeigenvalues(A:lmatrix_t,B:lmatrix_t):List

Computes the generalized eigenvalues of a matrix pencil

generalizedhessenberg(A:lmatrix_t,B:lmatrix_t):List

Computes the generalized Hessenberg form of a matrix

generalizedschur(A:lmatrix_t,B:lmatrix_t):List

Computes the generalized Schur form of a matrix pencil

operator^(matrix:lmatrix_t,power:Identifier):lmatrix_t

Power operator for LAPACK matrices

print(vector:lvector_t):String

Prints a LAPACK vector

print(matrix:lmatrix_t):String

Prints a LAPACK matrix

qrdecomposition(A:lmatrix_t):List

Computes the generalized Hessenberg form of a matrix

quadraticeigensystem(M:lmatrix_t,C:lmatrix_t,K:lmatrix_t):List

Computes the quadratic eigenvalue decomposition

qzdecomposition(A:lmatrix_t,B:lmatrix_t):List

Computes the QZ-decomposition of a matrix

Here you will find the class functions of 'lvector_t' defined in the library 'lapack'.

column(matrix:lmatrix_t,column:int):lvector_t

Returns a column of the given matrix

lmatrix_t(vector:lvector_t):lmatrix_t

Converts the vector into the column matrix represenation

lmatrix_t(data:List):lmatrix_t

Creates a LAPACK matrix from a list of rows

lmatrix_t(rows:int,columns:int):lmatrix_t

Creates a LAPACK zero matrix with given row and column number

operator*(A:lmatrix_t,B:lmatrix_t):lmatrix_t

LAPACK matrix multiplication operator

operator*(A:lmatrix_t,b:double):lmatrix_t

Matrix multiplication operator

operator*(a:double,B:lmatrix_t):lmatrix_t

Matrix multiplication operator

operator+(A:lmatrix_t,B:lmatrix_t):lmatrix_t

LAPACK matrix addition operator

operator-(A:lmatrix_t):lmatrix_t

Matrix algebraic negation operator

operator/(A:lmatrix_t,b:double):lmatrix_t

Matrix multiplication operator

operator[](matrix:lmatrix_t,row:int,column:int):double

Accesses the elements of a matrix

operator^(matrix:lmatrix_t,power:int):lmatrix_t

Power operator for LAPACK matrices

row(matrix:lmatrix_t,row:int):lvector_t

Returns a row of the given matrix

lvector_t(data:List):lvector_t

Creates a LAPACK vector from a list of rows

norm(vector:lvector_t):double

Computes the Euclidean norm of a vector

operator-(vector:lvector_t):lvector_t

Vector algebraic negation operator-

operator[](vector:lvector_t,element:int):double

Accesses an element of a vector

operator|(left:lvector_t,right:lvector_t):double

Computes the standard Euclidean scalar product of two vectors

Here you will find the class functions of 'lmatrix_t' defined in the library 'lapack'.

column(matrix:lmatrix_t,column:int):lvector_t

Returns a column of the given matrix

lmatrix_t(vector:lvector_t):lmatrix_t

Converts the vector into the column matrix represenation

lmatrix_t(data:List):lmatrix_t

Creates a LAPACK matrix from a list of rows

lmatrix_t(rows:int,columns:int):lmatrix_t

Creates a LAPACK zero matrix with given row and column number

operator*(A:lmatrix_t,B:lmatrix_t):lmatrix_t

LAPACK matrix multiplication operator

operator*(A:lmatrix_t,b:double):lmatrix_t

Matrix multiplication operator

operator*(a:double,B:lmatrix_t):lmatrix_t

Matrix multiplication operator

operator+(A:lmatrix_t,B:lmatrix_t):lmatrix_t

LAPACK matrix addition operator

operator-(A:lmatrix_t):lmatrix_t

Matrix algebraic negation operator

operator/(A:lmatrix_t,b:double):lmatrix_t

Matrix multiplication operator

operator[](matrix:lmatrix_t,row:int,column:int):double

Accesses the elements of a matrix

operator^(matrix:lmatrix_t,power:int):lmatrix_t

Power operator for LAPACK matrices

row(matrix:lmatrix_t,row:int):lvector_t

Returns a row of the given matrix

lvector_t(data:List):lvector_t

Creates a LAPACK vector from a list of rows

norm(vector:lvector_t):double

Computes the Euclidean norm of a vector

operator-(vector:lvector_t):lvector_t

Vector algebraic negation operator-

operator[](vector:lvector_t,element:int):double

Accesses an element of a vector

operator|(left:lvector_t,right:lvector_t):double

Computes the standard Euclidean scalar product of two vectors