摘要：Adaptive techniques related to quasilinearization and error analysis and applied to nonlinear equations are studied in this paper. The main objective is to develop a methodology oriented to the graphic and stereoscopic based assessment of algorithms for nonlinear two point boundary value problems and related problems. Several a posteriori error estimation techniques are immersed in the stereoscopic device toolbox (simultaneous analysis of pE and pE'). The observed stereoscopic structures are able to deal with the adaptive processing. The methods are gauged and the error estimators compared against true errors.
其他摘要：Adaptive techniques related to quasilinearization and error analysis and applied to nonlinear equations are studied in this paper. The main objective is to develop a methodology oriented to the graphic and stereoscopic based assessment of algorithms for nonlinear two point boundary value problems and related problems. Several a posteriori error estimation techniques are immersed in the stereoscopic device toolbox (simultaneous analysis of pE and pE'). The observed stereoscopic structures are able to deal with the adaptive processing. The methods are gauged and the error estimators compared against true errors.
