Chaos toolbox can calculate the box dimension, Lyapunov exponent

chaos3\correlation_integral.m
......\C_CMethod.m
......\C_CMethod_independent.m
......\disjoint.m
......\DYDt18.m
......\DYDt26.m
......\DYDt30.m
......\DYDt34.asv
......\DYDt40.asv
......\DYDt40.m
......\fouchua.asv
......\fouchua.m
......\G_P.m
......\heaviside.m
......\largest_lyapunov_exponent.m
......\liu.asv
......\liu.m
......\liu1.asv
......\liu1.m
......\liu15.m
......\liu2.m
......\liuhe.m
......\liuhehe.m
......\liulyapunov.asv
......\liulyapunov.m
......\liulyapunov2.m
......\liulyapunov3.asv
......\liulyapunov3.m
......\liulyapunov4D.asv
......\liupp.m
......\lorenzEX_poincare.asv
......\lorenzEX_poincare.m
......\lorenz_poincare.asv
......\lorenz_poincare.m
......\lyapunov_rosenstein.m
......\lyapunov_wolf.m
......\MainPre_by_jiaquanyijie_1.m
......\MainPre_by_jiaquanyijie_n.m
......\MainPre_by_Lya_1.m
......\MainPre_by_Lya_n.m
......\nearest_point.m
......\pre_by_lya.m
......\pre_by_lya_new.m
......\reconstitution.m
......\U26.m
......\U30.m
......\U3tzheng.m
......\U40.asv
......\U40.m
......\Ufourchua.m
......\Uliu15.m
......\Uliu2.m
......\Uliuhehe.m
......\Un18.m
......\Up.m
......\Utzheng.m
chaos3

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