Uses of Interface
org.ojalgo.array.blas.BLAS1

Packages that use BLAS1

Package	Description
org.ojalgo.array.blas

Uses of BLAS1 in org.ojalgo.array.blas

Classes in org.ojalgo.array.blas that implement BLAS1

Modifier and Type	Class and Description
class	AMAX Given a vector x, the i?amax functions return the position of the vector element x[i] that has the largest absolute value for real flavors, or the largest sum |Re(x[i])|+|Im(x[i])| for complex flavors.
class	AMIN Given a vector x, the i?amin functions return the position of the vector element x[i] that has the smallest absolute value for real flavors, or the smallest sum |Re(x[i])|+|Im(x[i])| for complex flavors.
class	ASUM The ?asum routine computes the sum of the magnitudes of elements of a real vector, or the sum of magnitudes of the real and imaginary parts of elements of a complex vector: res = |Re x1| + |Im x1| + |Re x2| + |Im x2|+ ...
class	AXPY The ?axpy routines perform a vector-vector operation defined as y := a*x + y where: a is a scalar x and y are vectors each with a number of elements that equals n.
class	CABS1 The ?cabs1 is an auxiliary routine for a few BLAS Level 1 routines.
class	COPY The ?copy routines perform a vector-vector operation defined as y = x, where x and y are vectors.
class	DOT The ?dot routines perform a vector-vector reduction operation defined as Equation where xi and yi are elements of vectors x and y.
class	DOTC The ?dotc routines perform a vector-vector operation defined as: Equation
class	DOTU The ?dotu routines perform a vector-vector reduction operation defined as Equation where xi and yi are elements of complex vectors x and y.
class	NRM2 The ?nrm2 routines perform a vector reduction operation defined as res = ||x||, where: x is a vector, res is a value containing the Euclidean norm of the elements of x.
class	ROT Given two complex vectors x and y, each vector element of these vectors is replaced as follows: xi = c*xi + s*yi yi = c*yi - s*xi
class	ROTG Given the Cartesian coordinates (a, b) of a point, these routines return the parameters c, s, r, and z associated with the Givens rotation.
class	ROTM Given two vectors x and y, each vector element of these vectors is replaced as follows: for i=1 to n, where H is a modified Givens transformation matrix whose values are stored in the param[1] through param[4] array.
class	ROTMG Given Cartesian coordinates (x1, y1) of an input vector, these routines compute the components of a modified Givens transformation matrix H that zeros the y-component of the resulting vector:
class	SCAL The ?scal routines perform a vector operation defined as x = a*x where: a is a scalar, x is an n-element vector.
class	SDOT The ?sdot routines compute the inner product of two vectors with double precision.
class	SWAP Given two vectors x and y, the ?swap routines return vectors y and x swapped, each replacing the other.