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Methods of successive approximation
Mathematical
methods
relating to
successive
approximation
include the following:
Babylonian method
, for
finding
square roots
of
numbers
Fixed-point iteration
Means of finding
zeros
of functions:
*
Halley's method
*
Newton's method
Differential-equation matters:
*
Picard–Lindelöf theorem
, on
existence
of
solutions of differential equations
*
Runge–Kutta methods
, for
numerical solution
of
differential equations
