[prev] [prev-tail] [tail] [up]

3.2 Performance using own ODE types classification

3.2.1 Summary table
3.2.2 first_order_ode_linear
3.2.3 first_order_ode_separable
3.2.4 first_order_ode_homogA
3.2.5 first_order_ode_homogD
3.2.6 first_order_ode_homogD2
3.2.7 first_order_ode_homog_maple_C
3.2.8 first_order_ode_bernoulli
3.2.9 first_order_ode_exact
3.2.10 first_order_ode_clairaut
3.2.11 first_order_ode_dAlembert
3.2.12 first_order_ode_isobaric
3.2.13 first_order_ode_abel
3.2.14 first_order_ode_quadrature
3.2.15 first_order_ode_autonomous
3.2.16 first_order_ode_lie_symmetry
3.2.17 first_order_ode_riccati
3.2.18 first_order_ode_reduced_riccati
3.2.19 first_order_ode_time_varying_using_laplace
3.2.20 first_order_ode_constant_coeff_using_laplace
3.2.21 first_order_ode_flip_role
3.2.22 second_order_linear_constant_coeff
3.2.23 second_order_euler_ode
3.2.24 second_order_nonlinear_exact_ode
3.2.25 second_order_linear_exact_ode
3.2.26 second_order_ode_missing_x
3.2.27 second_order_ode_missing_y
3.2.28 second_order_integrable_as_is
3.2.29 second_order_integrable_as_is_ABC
3.2.30 second_order_ode_can_be_made_integrable
3.2.31 second_order_ode_solved_by_an_integrating_factor
3.2.32 second_order_airy
3.2.33 second_order_change_of_variable_on_x_method_2
3.2.34 second_order_change_of_variable_on_x_method_1
3.2.35 second_order_change_of_variable_on_y_method_1
3.2.36 second_order_change_of_variable_on_y_method_2
3.2.37 second_order_nonlinear_solved_by_mainardi_lioville_method
3.2.38 second_order_ode_non_constant_coeff_transformation_on_B
3.2.39 second_order_bessel_ode
3.2.40 second_order_bessel_ode_form_A
3.2.41 second_order_kovacic
3.2.42 second_order_adjoint
3.2.43 second_order_ode_constant_coeff_using_laplace
3.2.44 second_order_ode_time_varying_using_laplace
3.2.45 second_order_ode_flip_role
3.2.46 reduction_of_order
3.2.47 higher_order_constant_coeff
3.2.48 higher_order_Euler_ode
3.2.49 higher_order_ode_constant_coeff_using_laplace
3.2.50 higher_order_ode_exact
3.2.51 higher_order_missing_y

This gives performance of each CAS based on type of ODE’s as described in my ode solver page at ode types

[prev] [prev-tail] [front] [up]