Inverse Quadratic Interpolation - Comparison With Other Root-finding Methods

Comparison With Other Root-finding Methods

As noted in the introduction, inverse quadratic interpolation is used in Brent's method.

Inverse quadratic interpolation is also closely related to some other root-finding methods. Using linear interpolation instead of quadratic interpolation gives the secant method. Interpolating f instead of the inverse of f gives Muller's method.

Read more about this topic:  Inverse Quadratic Interpolation

Famous quotes containing the words comparison with, comparison and/or methods:

    “Intolerance respecting other people’s religion is toleration itself in comparison with intolerance respecting other people’s art.”
    —Wallace Stevens (1879–1955)

    “Clay answered the petition by declaring that while he looked on the institution of slavery as an evil, it was ‘nothing in comparison with the far greater evil which would inevitably flow from a sudden and indiscriminate emancipation.’”
    —State of Indiana, U.S. public relief program (1935-1943)

    “The greatest part of our faults are more excusable than the methods that are commonly taken to conceal them.”
    —François, Duc De La Rochefoucauld (1613–1680)