The phase lag and its first derivative can all vanish when utilising a phase-fitting strategy.
Since the new method employs the highest possible algebraic order (AOR) while …

A phase-fitting, first and second derivatives phase-fitting method is produced. The new
algorithm is singularly P-Stable and belongs to the economic algorithms. The new method is …

An approach to phase-fitting is devised, which includes methods for fitting the phase-lag and
for fitting its first, second, and third derivatives. Singularly P-Stable, the novel system belongs …

The phase lag and its first, second, third, fourth, and fifth derivatives are all accounted for in a
phase-fitting method. The new system uses the fewest possible function evaluations per …

Methods for fitting the phase-lag and its first, second, third, and fourth derivatives are
incorporated into a phase-fitting strategy. The novel system is singularly P-stable and is a …

Using a phase-fitting method can get rid of the phase lag together with its first and second
derivatives. The new technique has been dubbed the economical method since it uses the …

A phase-fitting and first derivative phase-fitting method is developed. The new scheme is
singularly P-Stable and belongs to the economic algorithms. The new method is symbolized …

Applying a method with vanished phase–lag might potentially eliminate the phase–lag and
its first, second, and third derivatives. Improving algebraic order (AOR) and decreasing …

It is possible to eliminate the phase-lag and its first, second, and third derivatives by
employing a phase-fitting technique. The new approach is called the economical method …

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