sinht
Sinh by tau approximation.
Syntax
[F, e, n] = sinht(A)
Description
F = sinht(A) approximates sinh(A) by the tau method.
Required
x = itau object.
Input
A = any matrix.
Output
F = polynomial approximation of sinh(M) in [a, b] evaluated (with
orthovalM) in argument M = matrixM(x) = M(x). (double matrix).
See also
schursolver and orthovalM.
F = sinht(A) approximates sinh(A) by the tau method.
Required
x = itau object.
Input
A = any matrix.
Output
F = polynomial approximation of sinh(M) in [a, b] evaluated (with
orthovalM) in argument M = matrixM(x) = M(x). (double matrix).
See also
schursolver and orthovalM.
A = any matrix.
Output
F = polynomial approximation of sinh(M) in [a, b] evaluated (with
orthovalM) in argument M = matrixM(x) = M(x). (double matrix).
See also
schursolver and orthovalM.
schursolver and orthovalM.