error constant

error constant

[′er·ər ‚kän·stənt]
(control systems)
References in periodicals archive ?
4 are numerically determined to minimize an error constant that measures Hamiltonian (total energy) truncation errors.
Furthermore, we shall establish a new formula for calculating the asymptotic error constant of the new methods.
The 2m convergence order method formed by the above scheme will require m functions and one derivative evaluation per iterative step and the asymptotic error constant AEC (2m) of this scheme is given in [2].
Using (4) we have found that the asymptotic error constant of (3) may be obtained by
The error equation (12) establishes the asymptotic error constant for the fourth-order convergence of the Newton-type method defined by (7).
Using (13) we have found that the asymptotic error constant of (7) may be obtained
Using (17) we have found that the asymptotic error constant of (16) may be obtained
Using (21) we have found that the asymptotic error constant of (20) may be obtained