├── .nojekyll ├── README.md ├── bin └── pack.sh ├── doc └── pub │ ├── ._p4c-bootstrap-Matlab000.html │ ├── ._p4c-bootstrap-Matlab001.html │ ├── ._p4c-bootstrap-Matlab002.html │ ├── ._p4c-bootstrap-Matlab003.html │ ├── ._p4c-bootstrap-Matlab004.html │ ├── ._p4c-bootstrap-Matlab005.html │ ├── ._p4c-bootstrap-Matlab006.html │ ├── ._p4c-bootstrap-Matlab007.html │ ├── ._p4c-bootstrap-Matlab008.html │ ├── ._p4c-bootstrap-Matlab009.html │ ├── ._p4c-bootstrap-Matlab010.html │ ├── ._p4c-bootstrap-Matlab011.html │ ├── ._p4c-bootstrap-Matlab012.html │ ├── ._p4c-bootstrap-Matlab013.html │ ├── ._p4c-bootstrap-Matlab014.html │ ├── ._p4c-bootstrap-Matlab015.html │ ├── ._p4c-bootstrap-Matlab016.html │ ├── ._p4c-bootstrap-Matlab017.html │ ├── ._p4c-bootstrap-Matlab018.html │ ├── ._p4c-bootstrap-Matlab019.html │ ├── ._p4c-bootstrap-Matlab020.html │ ├── ._p4c-bootstrap-Matlab021.html │ ├── ._p4c-bootstrap-Matlab022.html │ ├── ._p4c-bootstrap-Matlab023.html │ ├── ._p4c-bootstrap-Matlab024.html │ ├── ._p4c-bootstrap-Matlab025.html │ ├── ._p4c-bootstrap-Matlab026.html │ ├── ._p4c-bootstrap-Matlab027.html │ ├── ._p4c-bootstrap-Matlab028.html │ ├── ._p4c-bootstrap-Matlab029.html │ ├── ._p4c-bootstrap-Matlab030.html │ ├── ._p4c-bootstrap-Matlab031.html │ ├── ._p4c-bootstrap-Matlab032.html │ ├── ._p4c-bootstrap-Matlab033.html │ ├── ._p4c-bootstrap-Matlab034.html │ ├── ._p4c-bootstrap-Python000.html │ ├── ._p4c-bootstrap-Python001.html │ ├── ._p4c-bootstrap-Python002.html │ ├── ._p4c-bootstrap-Python003.html │ ├── ._p4c-bootstrap-Python004.html │ ├── ._p4c-bootstrap-Python005.html │ ├── ._p4c-bootstrap-Python006.html │ ├── ._p4c-bootstrap-Python007.html │ ├── ._p4c-bootstrap-Python008.html │ ├── ._p4c-bootstrap-Python009.html │ ├── ._p4c-bootstrap-Python010.html │ ├── ._p4c-bootstrap-Python011.html │ ├── ._p4c-bootstrap-Python012.html │ ├── ._p4c-bootstrap-Python013.html │ ├── ._p4c-bootstrap-Python014.html │ ├── ._p4c-bootstrap-Python015.html │ ├── ._p4c-bootstrap-Python016.html │ ├── ._p4c-bootstrap-Python017.html │ ├── ._p4c-bootstrap-Python018.html │ ├── ._p4c-bootstrap-Python019.html │ ├── ._p4c-bootstrap-Python020.html │ ├── ._p4c-bootstrap-Python021.html │ ├── ._p4c-bootstrap-Python022.html │ ├── ._p4c-bootstrap-Python023.html │ ├── ._p4c-bootstrap-Python024.html │ ├── ._p4c-bootstrap-Python025.html │ ├── ._p4c-bootstrap-Python026.html │ ├── ._p4c-bootstrap-Python027.html │ ├── ._p4c-bootstrap-Python028.html │ ├── ._p4c-bootstrap-Python029.html │ ├── ._p4c-bootstrap-Python030.html │ ├── ._p4c-bootstrap-Python031.html │ ├── ._p4c-bootstrap-Python032.html │ ├── ._p4c-bootstrap-Python033.html │ ├── ._p4c-bootstrap-Python034.html │ ├── ._p4c-bootstrap-Python035.html │ ├── ._p4c-bootstrap-Python036.html │ ├── ._p4c-bootstrap-Python037.html │ ├── ._p4c-bootstrap-Python038.html │ ├── ._p4c-bootstrap-Python039.html │ ├── ._p4c-bootstrap-Python040.html │ ├── ._p4c-bootstrap-Python041.html │ ├── ._p4c-bootstrap-Python042.html │ ├── ._p4c-bootstrap-Python043.html │ ├── ._p4c-bootstrap-Python044.html │ ├── ._p4c-bootstrap-Python045.html │ ├── ._p4c-solarized-Matlab000.html │ ├── ._p4c-solarized-Matlab001.html │ ├── ._p4c-solarized-Matlab002.html │ ├── ._p4c-solarized-Matlab003.html │ ├── ._p4c-solarized-Matlab004.html │ ├── ._p4c-solarized-Matlab005.html │ ├── ._p4c-solarized-Matlab006.html │ ├── ._p4c-solarized-Matlab007.html │ ├── ._p4c-solarized-Matlab008.html │ ├── ._p4c-solarized-Matlab009.html │ ├── ._p4c-solarized-Matlab010.html │ ├── ._p4c-solarized-Matlab011.html │ ├── ._p4c-solarized-Matlab012.html │ ├── ._p4c-solarized-Matlab013.html │ ├── ._p4c-solarized-Matlab014.html │ ├── ._p4c-solarized-Matlab015.html │ ├── ._p4c-solarized-Matlab016.html │ ├── ._p4c-solarized-Matlab017.html │ ├── ._p4c-solarized-Matlab018.html │ ├── ._p4c-solarized-Matlab019.html │ ├── ._p4c-solarized-Matlab020.html │ ├── ._p4c-solarized-Matlab021.html │ ├── ._p4c-solarized-Matlab022.html │ ├── ._p4c-solarized-Matlab023.html │ ├── ._p4c-solarized-Matlab024.html │ ├── ._p4c-solarized-Matlab025.html │ ├── ._p4c-solarized-Matlab026.html │ ├── ._p4c-solarized-Matlab027.html │ ├── ._p4c-solarized-Matlab028.html │ ├── ._p4c-solarized-Matlab029.html │ ├── ._p4c-solarized-Matlab030.html │ ├── ._p4c-solarized-Matlab031.html │ ├── ._p4c-solarized-Matlab032.html │ ├── ._p4c-solarized-Matlab033.html │ ├── ._p4c-solarized-Matlab034.html │ ├── ._p4c-solarized-Python000.html │ ├── ._p4c-solarized-Python001.html │ ├── ._p4c-solarized-Python002.html │ ├── ._p4c-solarized-Python003.html │ ├── ._p4c-solarized-Python004.html │ ├── ._p4c-solarized-Python005.html │ ├── ._p4c-solarized-Python006.html │ ├── ._p4c-solarized-Python007.html │ ├── ._p4c-solarized-Python008.html │ ├── ._p4c-solarized-Python009.html │ ├── ._p4c-solarized-Python010.html │ ├── ._p4c-solarized-Python011.html │ ├── ._p4c-solarized-Python012.html │ ├── ._p4c-solarized-Python013.html │ ├── ._p4c-solarized-Python014.html │ ├── ._p4c-solarized-Python015.html │ ├── ._p4c-solarized-Python016.html │ ├── ._p4c-solarized-Python017.html │ ├── ._p4c-solarized-Python018.html │ ├── ._p4c-solarized-Python019.html │ ├── ._p4c-solarized-Python020.html │ ├── ._p4c-solarized-Python021.html │ ├── ._p4c-solarized-Python022.html │ ├── ._p4c-solarized-Python023.html │ ├── ._p4c-solarized-Python024.html │ ├── ._p4c-solarized-Python025.html │ ├── ._p4c-solarized-Python026.html │ ├── ._p4c-solarized-Python027.html │ ├── ._p4c-solarized-Python028.html │ ├── ._p4c-solarized-Python029.html │ ├── ._p4c-solarized-Python030.html │ ├── ._p4c-solarized-Python031.html │ ├── ._p4c-solarized-Python032.html │ ├── ._p4c-solarized-Python033.html │ ├── ._p4c-solarized-Python034.html │ ├── ._p4c-solarized-Python035.html │ ├── ._p4c-solarized-Python036.html │ ├── ._p4c-solarized-Python037.html │ ├── ._p4c-solarized-Python038.html │ ├── ._p4c-solarized-Python039.html │ ├── ._p4c-solarized-Python040.html │ ├── ._p4c-solarized-Python041.html │ ├── ._p4c-solarized-Python042.html │ ├── ._p4c-solarized-Python043.html │ ├── ._p4c-solarized-Python044.html │ ├── ._p4c-solarized-Python045.html │ ├── figs │ ├── FE1_comic_strip.pdf │ ├── FE1_comic_strip.png │ ├── FE1_non_comic_strip.pdf │ ├── FE_comic_strip.pdf │ ├── FE_comic_strip.png │ ├── FE_non_comic_strip.pdf │ ├── FE_non_comic_strip.png │ ├── H_FE_comp.pdf │ ├── H_FE_comp.png │ ├── H_exact_FE_comp.pdf │ ├── H_exact_FE_comp.png │ ├── MC_circle_in_rectangle.py │ ├── SIR1.pdf │ ├── SIR1.png │ ├── SIR1b.pdf │ ├── SIR1b.png │ ├── SIR2.pdf │ ├── SIR2.png │ ├── SIR2b.pdf │ ├── SIR2b.png │ ├── SIRV1.pdf │ ├── SIRV1.png │ ├── SIRV1a.pdf │ ├── SIRV1a.png │ ├── SIRV1b.pdf │ ├── SIRV1b.png │ ├── SIRV2.pdf │ ├── SIRV2.png │ ├── SIRV_p_adapt.pdf │ ├── SIRV_p_adapt.png │ ├── SIR_H_large_dt_eq_24.pdf │ ├── SIR_H_large_dt_eq_24.png │ ├── SIR_H_small_dt_eq_1.pdf │ ├── SIR_H_small_dt_eq_4.pdf │ ├── SIR_H_small_dt_eq_4.png │ ├── S_whenNis12.pdf │ ├── S_whenNis12.png │ ├── S_whenNis24.pdf │ ├── S_whenNis24.png │ ├── S_whenNis3.pdf │ ├── S_whenNis3.png │ ├── S_whenNis6.pdf │ ├── S_whenNis6.png │ ├── Thumbs.db │ ├── adaptive_integration.pdf │ ├── adaptive_integration.png │ ├── beam_vib_expmxf.pdf │ ├── beam_vib_expmxf.png │ ├── brute_force_roots.pdf │ ├── brute_force_roots.png │ ├── categories_SIR.png │ ├── categories_SIRV.png │ ├── categories_SIRV2.png │ ├── categories_SIRV_feedback.png │ ├── categories_SIR_feedback.png │ ├── categories_SIR_wtext.png │ ├── categories_SIZR.png │ ├── comic_plot.pdf │ ├── comic_plot.png │ ├── comic_root.pdf │ ├── comic_root.png │ ├── comic_root_1.pdf │ ├── comic_root_1.png │ ├── comic_root_2.pdf │ ├── comic_root_2.png │ ├── fE_geom_sol.pdf │ ├── fE_geom_sol.png │ ├── fd_backward.pdf │ ├── fd_backward.png │ ├── fd_centered_CN.pdf │ ├── fd_centered_CN.png │ ├── fd_forward.pdf │ ├── fd_forward.png │ ├── fdm_u.pdf │ ├── fdm_u.png │ ├── fdm_u_ue.pdf │ ├── fdm_u_ue.png │ ├── fdm_u_uei.pdf │ ├── fdm_u_uei.png │ ├── fdm_u_ui.pdf │ ├── fdm_u_ui.png │ ├── fig1_1.png │ ├── fig1_1.tif │ ├── fig1_18.png │ ├── fig1_18.tif │ ├── fig1_2.png │ ├── fig1_2.tif │ ├── fig1_3.png │ ├── fig1_3.tif │ ├── fig1_4.png │ ├── fig1_4.tif │ ├── fig1_5.png │ ├── fig1_5.tif │ ├── fig1_8.tif │ ├── fig1_9.png │ ├── fig1_9.tif │ ├── fig3_3.tif │ ├── fig4_4.png │ ├── fig4_4.tif │ ├── fig4_6.png │ ├── fig4_6.tif │ ├── fig4_9.png │ ├── fig4_9.tif │ ├── fig5_11.png │ ├── fig5_11.tif │ ├── fig5_12.png │ ├── fig5_12.tif │ ├── fig5_14.png │ ├── fig5_14.tif │ ├── fig5_16.png │ ├── fig5_16.tif │ ├── fig5_16_1.tif │ ├── fig5_16_2.tif │ ├── fig5_16_3.tif │ ├── fig5_16_4.tif │ ├── fig5_16_5.tif │ ├── fig5_18.png │ ├── fig5_18.tif │ ├── fig5_2.png │ ├── fig5_2.tif │ ├── fig5_20.png │ ├── fig5_20.tif │ ├── fig5_3.png │ ├── fig5_3.tif │ ├── fig5_4.png │ ├── fig5_4.tif │ ├── fig5_5.png │ ├── fig5_5.tif │ ├── fig5_7.png │ ├── fig5_7.tif │ ├── fig5_8.png │ ├── fig5_8.tif │ ├── fig6_1.png │ ├── fig6_1.tif │ ├── fig6_3.png │ ├── fig6_3.tif │ ├── fig6_4.png │ ├── fig6_4.tif │ ├── fig6_6.png │ ├── fig6_6.tif │ ├── figA2.png │ ├── figA2.tif │ ├── figA3.png │ ├── figA3.tif │ ├── fig_bungee_FE.pdf │ ├── fit_sines.pdf │ ├── fit_sines.png │ ├── fit_straight_line_1.pdf │ ├── fit_straight_line_1.png │ ├── fit_straight_line_2.pdf │ ├── fit_straight_line_2.png │ ├── freefall_marble.png │ ├── growth1_10steps.pdf │ ├── growth1_10steps.png │ ├── growth1_400steps.pdf │ ├── growth1_400steps.png │ ├── growth1_40steps.pdf │ ├── growth1_40steps.png │ ├── growth_BE_FE_dt005.pdf │ ├── growth_BE_FE_dt005.png │ ├── growth_BE_FE_dt05.pdf │ ├── growth_BE_FE_dt05.png │ ├── growth_CN_dt005.pdf │ ├── growth_CN_dt005.png │ ├── growth_CN_dt05.pdf │ ├── growth_CN_dt05.png │ ├── integral_comic_strip.pdf │ ├── integral_comic_strip.png │ ├── integral_complex_domain.pdf │ ├── integral_complex_domain.png │ ├── integral_non_comic_strip.pdf │ ├── integral_non_comic_strip.png │ ├── integral_of_f.pdf │ ├── integral_of_f.png │ ├── integrate_sine_a_mid.pdf │ ├── integrate_sine_a_mid.png │ ├── integrate_sine_a_trap.pdf │ ├── integrate_sine_a_trap.png │ ├── integrate_sine_b_trap_mid.pdf │ ├── integrate_sine_b_trap_mid.png │ ├── integration_error.png │ ├── logistic.pdf │ ├── logistic.png │ ├── logistic_coarse.pdf │ ├── logistic_coarse.png │ ├── new_f_S_whenNis100.pdf │ ├── new_fig_marble_shooting.pdf │ ├── newfig4_3.tif │ ├── newfig5_1.tif │ ├── nonlin_eqn_search.png │ ├── opt_exec.png │ ├── osc2.pdf │ ├── osc2.png │ ├── osc2_20pp.pdf │ ├── osc2_20pp.png │ ├── osc2_20pp_40P.pdf │ ├── osc2_20pp_40P.png │ ├── osc_BE_20.pdf │ ├── osc_BE_20.png │ ├── osc_BE_2000.pdf │ ├── osc_BE_2000.png │ ├── osc_EC_energy.pdf │ ├── osc_EC_energy.png │ ├── osc_EC_linear_damping0.pdf │ ├── osc_EC_linear_damping0.png │ ├── osc_EC_linear_damping1.pdf │ ├── osc_EC_linear_damping1.png │ ├── osc_EC_linear_damping2.pdf │ ├── osc_EC_linear_damping2.png │ ├── osc_FE_160pp.pdf │ ├── osc_FE_160pp.png │ ├── osc_FE_2000pp.pdf │ ├── osc_FE_2000pp.png │ ├── osc_FE_2000pp_20p.pdf │ ├── osc_FE_2000pp_20p.png │ ├── osc_FE_20pp.pdf │ ├── osc_FE_20pp.png │ ├── osc_FE_3dt.pdf │ ├── osc_FE_3dt.png │ ├── osc_FE_40pp.pdf │ ├── osc_FE_40pp.png │ ├── osc_FE_energy.pdf │ ├── osc_FE_energy.png │ ├── osc_FE_general_dt100.pdf │ ├── osc_FE_general_dt100.png │ ├── osc_FE_general_dt1000.pdf │ ├── osc_FE_general_dt1000.png │ ├── osc_FE_general_dt5000.pdf │ ├── osc_FE_general_dt5000.png │ ├── osc_Heun.pdf │ ├── osc_Heun.png │ ├── osc_RK4a.pdf │ ├── osc_RK4a.png │ ├── osc_RK4b.pdf │ ├── osc_RK4b.png │ ├── osc_odespy_BE.pdf │ ├── osc_odespy_BE.png │ ├── osc_odespy_Heun_vs_EC.pdf │ ├── osc_odespy_Heun_vs_EC.png │ ├── osc_odespy_RKF_vs_EC.pdf │ ├── osc_odespy_RKF_vs_EC.png │ ├── osc_odespy_resol120_200.pdf │ ├── osc_odespy_resol120_200.png │ ├── osc_odespy_resol20.pdf │ ├── osc_odespy_resol20.png │ ├── osc_odespy_resol60.pdf │ ├── osc_odespy_resol60.png │ ├── osc_odespy_resol60_200.pdf │ ├── osc_odespy_resol60_200.png │ ├── oscillator.pdf │ ├── oscillator.png │ ├── oscillator_general.pdf │ ├── oscillator_general.png │ ├── oscillator_sliding.pdf │ ├── oscillator_sliding.png │ ├── oscillator_spring.pdf │ ├── oscillator_spring.png │ ├── pendulum.pdf │ ├── pendulum.png │ ├── pendulum_body_diagram.pdf │ ├── pendulum_body_diagram.png │ ├── pendulum_body_diagram2.pdf │ ├── pendulum_body_diagram2.png │ ├── pendulum_body_diagram3.pdf │ ├── pendulum_body_diagram3.png │ ├── pi_Leibniz_Euler.pdf │ ├── pi_Leibniz_Euler.png │ ├── poly_roots.pdf │ ├── poly_roots.png │ ├── polygon.pdf │ ├── polygon.png │ ├── rod_BE_vs_2step.png │ ├── rod_RKFehlberg_dt.pdf │ ├── rod_RKFehlberg_dt.png │ ├── rod_RKFehlberg_dt_tolE-3.pdf │ ├── rod_RKFehlberg_dt_tolE-3.png │ ├── rod_RKFehlberg_dt_tolE-6.pdf │ ├── rod_RKFehlberg_dt_tolE-6.png │ ├── rod_instability1.png │ ├── rod_instability2.png │ ├── rod_temp.png │ ├── rod_temp_scaled.png │ ├── sage_ipynb_eqs_graphics.pdf │ ├── sage_ipynb_eqs_graphics.png │ ├── sage_ipynb_printy.pdf │ ├── sage_ipynb_printy.png │ ├── search_crossings.pdf │ ├── search_crossings.png │ ├── sliding_friction.pdf │ ├── sliding_friction.png │ ├── sliding_friction_linear.pdf │ ├── sliding_friction_linear.png │ ├── sliding_friction_nonlinear.pdf │ ├── sliding_friction_nonlinear.png │ ├── spring_tanh.pdf │ ├── spring_tanh.png │ ├── spyder.png │ ├── vCar.png │ ├── vCarMidpoint.png │ ├── vCarTrapeze.png │ ├── viz_midpoint.pdf │ ├── viz_midpoint.png │ ├── viz_rectangle.pdf │ ├── viz_rectangle.png │ ├── viz_rectangle_left.pdf │ ├── viz_rectangle_left.png │ ├── viz_rectangle_right.pdf │ ├── viz_rectangle_right.png │ ├── viz_trapezoidal.pdf │ ├── viz_trapezoidal.png │ ├── volume3cubes │ └── volume3cubes.pdf │ ├── p4c-bootstrap-Matlab.html │ ├── p4c-bootstrap-Python.html │ ├── p4c-solarized-Matlab.html │ ├── p4c-solarized-Python.html │ ├── p4c-sphinx-Matlab │ ├── ._pylight000.html │ ├── ._pylight001.html │ ├── ._pylight002.html │ ├── ._pylight003.html │ ├── ._pylight004.html │ ├── ._pylight005.html │ ├── ._pylight006.html │ ├── ._pylight007.html │ ├── ._pylight008.html │ ├── ._pylight009.html │ ├── .buildinfo │ ├── _images │ │ ├── FE_comic_strip.png │ │ ├── H_FE_comp.png │ │ ├── H_exact_FE_comp.png │ │ ├── SIR1.png │ │ ├── SIR1b.png │ │ ├── SIR2.png │ │ ├── SIR2b.png │ │ ├── SIRV1.png │ │ ├── SIRV2.png │ │ ├── SIRV_p_adapt.png │ │ ├── SIR_H_large_dt_eq_24.png │ │ ├── SIR_H_small_dt_eq_4.png │ │ ├── S_whenNis12.png │ │ ├── S_whenNis24.png │ │ ├── S_whenNis3.png │ │ ├── S_whenNis6.png │ │ ├── adaptive_integration.png │ │ ├── beam_vib_expmxf.png │ │ ├── brute_force_roots.png │ │ ├── categories_SIR.png │ │ ├── categories_SIRV2.png │ │ ├── categories_SIR_feedback.png │ │ ├── comic_plot.png │ │ ├── comic_root.png │ │ ├── fE_geom_sol.png │ │ ├── fd_backward.png │ │ ├── fd_centered_CN.png │ │ ├── fd_forward.png │ │ ├── fdm_u_ue.png │ │ ├── fdm_u_uei.png │ │ ├── fig1_18.png │ │ ├── fig1_9.png │ │ ├── fig4_4.png │ │ ├── fig4_6.png │ │ ├── fit_sines.png │ │ ├── fit_straight_line_1.png │ │ ├── fit_straight_line_2.png │ │ ├── growth1_10steps.png │ │ ├── growth1_400steps.png │ │ ├── growth1_40steps.png │ │ ├── growth_BE_FE_dt005.png │ │ ├── growth_BE_FE_dt05.png │ │ ├── growth_CN_dt005.png │ │ ├── growth_CN_dt05.png │ │ ├── integral_comic_strip.png │ │ ├── integral_complex_domain.png │ │ ├── integral_of_f.png │ │ ├── integrate_sine_a_mid.png │ │ ├── integrate_sine_a_trap.png │ │ ├── integrate_sine_b_trap_mid.png │ │ ├── logistic.png │ │ ├── logistic_coarse.png │ │ ├── opt_exec.png │ │ ├── osc2.png │ │ ├── osc_BE_20.png │ │ ├── osc_BE_2000.png │ │ ├── osc_EC_energy.png │ │ ├── osc_EC_linear_damping0.png │ │ ├── osc_EC_linear_damping1.png │ │ ├── osc_EC_linear_damping2.png │ │ ├── osc_FE_20pp.png │ │ ├── osc_FE_3dt.png │ │ ├── osc_FE_energy.png │ │ ├── osc_FE_general_dt100.png │ │ ├── osc_FE_general_dt1000.png │ │ ├── osc_FE_general_dt5000.png │ │ ├── osc_Heun.png │ │ ├── osc_RK4b.png │ │ ├── osc_odespy_BE.png │ │ ├── osc_odespy_Heun_vs_EC.png │ │ ├── osc_odespy_RKF_vs_EC.png │ │ ├── oscillator.png │ │ ├── oscillator_general.png │ │ ├── oscillator_sliding.png │ │ ├── oscillator_spring.png │ │ ├── pendulum_body_diagram3.png │ │ ├── pi_Leibniz_Euler.png │ │ ├── polygon.png │ │ ├── rod_RKFehlberg_dt.png │ │ ├── rod_instability1.png │ │ ├── rod_instability2.png │ │ ├── rod_temp.png │ │ ├── rod_temp_scaled.png │ │ ├── sliding_friction.png │ │ ├── spring_tanh.png │ │ ├── viz_midpoint.png │ │ ├── viz_rectangle.png │ │ ├── viz_trapezoidal.png │ │ └── volume3cubes │ ├── _sources │ │ ├── ._pylight000.txt │ │ ├── ._pylight001.txt │ │ ├── ._pylight002.txt │ │ ├── ._pylight003.txt │ │ ├── ._pylight004.txt │ │ ├── ._pylight005.txt │ │ ├── ._pylight006.txt │ │ ├── ._pylight007.txt │ │ ├── ._pylight008.txt │ │ ├── ._pylight009.txt │ │ └── index.txt │ ├── _static │ │ ├── ajax-loader.gif │ │ ├── alabaster.css │ │ ├── basic.css │ │ ├── cbc_banner.png │ │ ├── cbc_logo.png │ │ ├── comment-bright.png │ │ ├── comment-close.png │ │ ├── comment.png │ │ ├── default.css │ │ ├── doctools.js │ │ ├── down-pressed.png │ │ ├── down.png │ │ ├── file.png │ │ ├── jquery-1.11.1.js │ │ ├── jquery.js │ │ ├── minus.png │ │ ├── plus.png │ │ ├── pygments.css │ │ ├── searchtools.js │ │ ├── sidebar.js │ │ ├── underscore-1.3.1.js │ │ ├── underscore.js │ │ ├── up-pressed.png │ │ ├── up.png │ │ └── websupport.js │ ├── genindex.html │ ├── index.html │ ├── objects.inv │ ├── search.html │ └── searchindex.js │ └── p4c-sphinx-Python │ ├── ._pylight000.html │ ├── ._pylight001.html │ ├── ._pylight002.html │ ├── ._pylight003.html │ ├── ._pylight004.html │ ├── ._pylight005.html │ ├── ._pylight006.html │ ├── ._pylight007.html │ ├── ._pylight008.html │ ├── ._pylight009.html │ ├── .buildinfo │ ├── _images │ ├── FE_comic_strip.png │ ├── H_FE_comp.png │ ├── H_exact_FE_comp.png │ ├── SIR1.png │ ├── SIR1b.png │ ├── SIR2.png │ ├── SIR2b.png │ ├── SIRV1.png │ ├── SIRV2.png │ ├── SIRV_p_adapt.png │ ├── SIR_H_large_dt_eq_24.png │ ├── SIR_H_small_dt_eq_4.png │ ├── S_whenNis12.png │ ├── S_whenNis24.png │ ├── S_whenNis3.png │ ├── S_whenNis6.png │ ├── adaptive_integration.png │ ├── beam_vib_expmxf.png │ ├── brute_force_roots.png │ ├── categories_SIR.png │ ├── categories_SIRV2.png │ ├── categories_SIR_feedback.png │ ├── comic_plot.png │ ├── comic_root.png │ ├── fE_geom_sol.png │ ├── fd_backward.png │ ├── fd_centered_CN.png │ ├── fd_forward.png │ ├── fdm_u_ue.png │ ├── fdm_u_uei.png │ ├── fig1_18.png │ ├── fig1_9.png │ ├── fig4_4.png │ ├── fig4_6.png │ ├── fit_sines.png │ ├── fit_straight_line_1.png │ ├── fit_straight_line_2.png │ ├── growth1_10steps.png │ ├── growth1_400steps.png │ ├── growth1_40steps.png │ ├── growth_BE_FE_dt005.png │ ├── growth_BE_FE_dt05.png │ ├── growth_CN_dt005.png │ ├── growth_CN_dt05.png │ ├── integral_comic_strip.png │ ├── integral_complex_domain.png │ ├── integral_of_f.png │ ├── integrate_sine_a_mid.png │ ├── integrate_sine_a_trap.png │ ├── integrate_sine_b_trap_mid.png │ ├── logistic.png │ ├── logistic_coarse.png │ ├── opt_exec.png │ ├── osc2.png │ ├── osc_BE_20.png │ ├── osc_BE_2000.png │ ├── osc_EC_energy.png │ ├── osc_EC_linear_damping0.png │ ├── osc_EC_linear_damping1.png │ ├── osc_EC_linear_damping2.png │ ├── osc_FE_20pp.png │ ├── osc_FE_3dt.png │ ├── osc_FE_energy.png │ ├── osc_FE_general_dt100.png │ ├── osc_FE_general_dt1000.png │ ├── osc_FE_general_dt5000.png │ ├── osc_Heun.png │ ├── osc_RK4b.png │ ├── osc_odespy_BE.png │ ├── osc_odespy_Heun_vs_EC.png │ ├── osc_odespy_RKF_vs_EC.png │ ├── oscillator.png │ ├── oscillator_general.png │ ├── oscillator_sliding.png │ ├── oscillator_spring.png │ ├── pendulum_body_diagram3.png │ ├── pi_Leibniz_Euler.png │ ├── polygon.png │ ├── rod_RKFehlberg_dt.png │ ├── rod_instability1.png │ ├── rod_instability2.png │ ├── rod_temp.png │ ├── rod_temp_scaled.png │ ├── sage_ipynb_eqs_graphics.png │ ├── sliding_friction.png │ ├── spring_tanh.png │ ├── spyder.png │ ├── viz_midpoint.png │ ├── viz_rectangle.png │ ├── viz_trapezoidal.png │ └── volume3cubes │ ├── _sources │ ├── ._pylight000.txt │ ├── ._pylight001.txt │ ├── ._pylight002.txt │ ├── ._pylight003.txt │ ├── ._pylight004.txt │ ├── ._pylight005.txt │ ├── ._pylight006.txt │ ├── ._pylight007.txt │ ├── ._pylight008.txt │ ├── ._pylight009.txt │ └── index.txt │ ├── _static │ ├── ajax-loader.gif │ ├── alabaster.css │ ├── basic.css │ ├── cbc_banner.png │ ├── cbc_logo.png │ ├── comment-bright.png │ ├── comment-close.png │ ├── comment.png │ ├── default.css │ ├── doctools.js │ ├── down-pressed.png │ ├── down.png │ ├── file.png │ ├── jquery-1.11.1.js │ ├── jquery.js │ ├── minus.png │ ├── plus.png │ ├── pygments.css │ ├── searchtools.js │ ├── sidebar.js │ ├── underscore-1.3.1.js │ ├── underscore.js │ ├── up-pressed.png │ ├── up.png │ └── websupport.js │ ├── genindex.html │ ├── index.html │ ├── objects.inv │ ├── search.html │ └── searchindex.js ├── erratalist_p4c_MatlabOctave.pdf ├── erratalist_p4c_Python.pdf ├── images └── checker.png ├── index.html ├── javascripts └── scale.fix.js ├── params.json ├── src ├── m │ ├── 2DO │ ├── F.m │ ├── MonteCarlo_double.m │ ├── Newton.m │ ├── Newton_solver.m │ ├── Newtons_method.m │ ├── SIR1.m │ ├── SIR2.m │ ├── SIRV1.m │ ├── SIRV2.m │ ├── ball.m │ ├── ball_angle.m │ ├── ball_function.m │ ├── ball_max_height.asv │ ├── ball_max_height.m │ ├── ball_plot.m │ ├── ball_position_xy.asv │ ├── ball_position_xy.m │ ├── ball_time.m │ ├── beam_vib.m │ ├── bisection.m │ ├── bisection_method.m │ ├── bisection_method_with_timing.m │ ├── bisection_solver.m │ ├── brute_force_optimizer.m │ ├── brute_force_root_finder.m │ ├── brute_force_root_finder_flat.m │ ├── compare_integration_methods.m │ ├── demo_SIR.m │ ├── demo_brute_force_optimizer.m │ ├── demo_brute_force_root_finder.m │ ├── demo_osc_Heun.m │ ├── demo_population_growth.m │ ├── derivatives.m │ ├── example_symbolic.asv │ ├── example_symbolic.m │ ├── file_handling.m │ ├── file_handling_easy.m │ ├── formatted_columns.m │ ├── formatted_print.m │ ├── function_as_argument.m │ ├── growth1.m │ ├── integral_trapezoid.asv │ ├── logistic.m │ ├── matrix_vector_product.m │ ├── midpoint.m │ ├── midpoint_double1.m │ ├── midpoint_double2.m │ ├── midpoint_triple1.m │ ├── midpoint_triple2.m │ ├── midpoint_vec.m │ ├── ode_FE.m │ ├── ode_H.m │ ├── osc_2nd_order.m │ ├── osc_EC.m │ ├── osc_FE_special_case.m │ ├── osc_Heun.m │ ├── plot_heights.asv │ ├── plot_heights.m │ ├── print_rates.m │ ├── rate.m │ ├── rod_FE.m │ ├── rod_FE_vec.m │ ├── secant.m │ ├── secant_method.m │ ├── secant_solver.m │ ├── system_nonlin_eqns_Newton.asv │ ├── system_nonlin_eqns_Newton.m │ ├── test_MonteCarlo_double_circle_r.m │ ├── test_MonteCarlo_double_rectangle_area.m │ ├── test_diffusion_pde_exact_linear.m │ ├── test_midpoint_double.m │ ├── test_midpoint_triple.m │ ├── test_ode_FE_exact_linear.m │ ├── test_trapezoidal.m │ ├── trapezoidal.m │ ├── trapezoidal_app.m │ ├── trapezoidal_flat.m │ ├── trapezoidal_flat1.m │ └── trapezoidal_vec.m ├── prog4comp-matlab.tar.gz ├── prog4comp-python.tar.gz └── py │ ├── MC_double.py │ ├── Newton.py │ ├── Newton_demo.py │ ├── Newton_demo.sh │ ├── Newtons_method.py │ ├── SIR1.py │ ├── SIR2.py │ ├── SIRV1.py │ ├── SIRV2.py │ ├── ball.py │ ├── ball_angle.py │ ├── ball_angle_first_try.py │ ├── ball_function.py │ ├── ball_max_height.py │ ├── ball_plot.py │ ├── ball_position_xy.py │ ├── ball_time.py │ ├── beam_vib.py │ ├── bisection_method.py │ ├── bisection_method_with_timing.py │ ├── brute_force_optimizer.py │ ├── brute_force_root_finder_flat.py │ ├── brute_force_root_finder_function.py │ ├── combine_sets.py │ ├── compare_integration_methods.py │ ├── example_symbolic.py │ ├── file_handling.py │ ├── file_handling_numpy.py │ ├── formatted_columns.py │ ├── formatted_print.py │ ├── function_as_argument.py │ ├── growth1.py │ ├── growth1.sh │ ├── integration_methods_vec.py │ ├── logistic.py │ ├── make_moviefiles.sh │ ├── matrix_vector_product.py │ ├── midpoint.py │ ├── midpoint_double.py │ ├── midpoint_triple.py │ ├── naive_Newton.py │ ├── nonlinear_solvers.py │ ├── nonlinear_solvers_rates.py │ ├── ode_FE.py │ ├── ode_system_FE.py │ ├── osc_2nd_order.py │ ├── osc_EC.py │ ├── osc_EC_general.py │ ├── osc_Heun.py │ ├── osc_RK4.py │ ├── osc_odespy.py │ ├── osc_odespy_general.py │ ├── plot_heights.py │ ├── print_rates.py │ ├── rod_BE.py │ ├── rod_FE.py │ ├── rod_FE_scaled.py │ ├── rod_FE_vec.py │ ├── rod_odespy.py │ ├── rod_units.py │ ├── search_solutions_1eqn.pdf │ ├── search_solutions_1eqn.py │ ├── secant_method.py │ ├── system_nonlin_eqns_Newton.py │ ├── test_diffeq.py │ ├── test_diffeq2.py │ ├── test_diffusion_pde_exact_linear.py │ ├── test_ode_FE_exact_linear.py │ ├── test_trapezoidal.py │ ├── trapezoidal.py │ ├── trapezoidal_flat.py │ ├── trapezoidal_flat1.py │ ├── viz_midpoint.py │ ├── viz_rectangle.py │ └── viz_trapezoidal.py └── stylesheets ├── cover_big.png ├── cover_small.png ├── github-dark.css └── styles.css /.nojekyll: -------------------------------------------------------------------------------- 1 | -------------------------------------------------------------------------------- /README.md: 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