Runge-Kutta method
[ roo ng-uh-koo t-ah ]
/ ˈrʊŋ əˈkʊt ɑ /
noun Mathematics.
a numerical method, involving successive approximations, used to solve differential equations.
Origin of Runge-Kutta method
1925–30; named after Carl D. T.
Runge (1856–1927) and W.
Kutta (1867–1944), German mathematicians