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Using an Unfactored Implicit Predictor-Corrector Method

1987
The method used is based on MacCormack’s recently suggested implicit predictor-corrector scheme [1] in the version described in [2,3] for high-Reynolds number turbulent transonic airfoil flow computations. The method employs an integral (“finite-volume”) formulation for general curvilinear coordinates.
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On accelerating PL continuation algorithms by predictor—corrector methods

Mathematical Programming, 1982
We consider path following methods designed to trace the zeroes of a continuous or differentiable mapF:R n+1 →R n . These methods are applicable e.g. in the numerical study of nonlinear eigenvalue and bifurcation problems. Traditionally a simplicial algorithm is based on a fixed triangulationT ofR n+1 and a corresponding piecewise linear approximationF
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Modified Predictor-Corrector Method in Structural Dynamics

2012
An explicit numerical integration method is applied on structural dynamics problems. The method is based on the relationship that m-step Adams-Moulton method is linear convex combination of the (m−1)-step Adams-Moulton andm-step Adams-Bashforth method with a fixed weighting coefficients [1]. A general form is used to evaluate the recurrence expressions
Meštrović, Mladen, Ocvirk, Eva
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