Here is a list of all documented functions and subroutines with links to the fortran module structure documentation

- m -

• m : sll_t_species , sll_t_poisson_2d_fem , sll_t_poisson_2d_fem_sps_dense
• m1 : sll_t_linear_operator_ecsim , sll_t_linear_operator_ecsim_ev , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m1_local : sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m2 : sll_t_linear_operator_ecsim , sll_t_linear_operator_ecsim_ev , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m2_local : sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m4 : sll_t_linear_operator_ecsim , sll_t_linear_operator_ecsim_ev , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m4_local : sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• m_linop_stencil : sll_t_poisson_2d_fem_sps_stencil_new , sll_t_qn_solver_2d_fem_sps_stencil_new
• map : sll_t_maxwell_1d_trafo , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_trafo , sll_t_time_propagator_pic_vm_1d2v_hs_trafo , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_3d3v_cef_trafo , sll_t_time_propagator_pic_vm_3d3v_cl_helper , sll_t_time_propagator_pic_vm_3d3v_hs_trafo , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• mapping : sll_t_jacobian_2d_pseudo_cartesian , sll_t_poisson_2d_fem_sps_dense , sll_t_poisson_2d_fem_sps_stencil_new , sll_t_polar_bsplines_2d , sll_t_qn_solver_2d_fem_sps_stencil_new
• mapping_discrete : sll_t_ellipt_2d_cartesian_gradient
• mass : sll_t_linear_operator_gtm , sll_t_linear_operator_gtm_cl , sll_t_linear_operator_mg , sll_t_linear_operator_mg_cl , sll_t_linear_operator_poisson_1d , sll_t_linear_operator_poisson_3d , sll_t_linear_operator_poisson_clamped_1d , sll_t_linear_operator_poisson_clamped_3d
• mass0 : sll_t_linear_operator_schur_eb_1d , sll_t_linear_operator_schur_eb_cl_1d , sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_trafo , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass0_solver : sll_t_maxwell_3d_fem , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass1 : sll_t_linear_operator_curl_3d , sll_t_linear_operator_curl_cl_3d , sll_t_linear_operator_schur_eb_1d , sll_t_linear_operator_schur_eb_3d , sll_t_linear_operator_schur_eb_cl_1d , sll_t_linear_operator_schur_eb_cl_3d , sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_trafo , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass1_operator : sll_t_maxwell_3d_fem , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass1_solver : sll_t_maxwell_3d_fem , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass1d : sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_clamped_3d_fem
• mass1d_solver : sll_t_maxwell_3d_fem , sll_t_maxwell_clamped_3d_fem
• mass2 : sll_t_linear_operator_curl_3d , sll_t_linear_operator_curl_cl_3d , sll_t_linear_operator_schur_eb_3d , sll_t_linear_operator_schur_eb_cl_3d , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass2_operator : sll_t_maxwell_3d_fem , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass2_solver : sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mass_1_solver : sll_t_maxwell_3d_fem , sll_t_maxwell_clamped_3d_fem
• mass_2_solver : sll_t_maxwell_3d_fem , sll_t_maxwell_clamped_3d_fem
• mass_line_0 : sll_t_linear_operator_ecsim , sll_t_linear_operator_ecsim_eb , sll_t_linear_operator_ecsim_ev , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• mass_line_1 : sll_t_linear_operator_ecsim , sll_t_linear_operator_ecsim_eb , sll_t_linear_operator_ecsim_ev , sll_t_time_propagator_pic_vm_1d2v_ecsim2o , sll_t_time_propagator_pic_vm_1d2v_ecsim
• massmatrix : cell_type
• mat : sll_t_poisson_2d_fem , sll_t_poisson_2d_polar , sll_t_poisson_2d_polar_par , sll_t_qn_solver_2d_polar , sll_t_qn_solver_2d_polar_par
• mat_double_gyro : sll_t_qn_2d_polar
• mat_double_gyro_circ : sll_t_qn_2d_polar
• mat_gyro : sll_t_qn_2d_polar
• mat_gyro_circ : sll_t_qn_2d_polar
• mat_qn_inverse : sll_t_qn_2d_polar
• match_moment_1d_linear_real64() : match_moment_1d_linear
• matrix : sll_t_spline_interpolator_1d
• max_iter : sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_hs_trafo , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_3d3v_cef_trafo , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_hs_trafo , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• max_iter_sub : sll_t_time_propagator_pic_vm_1d2v_helper
• max_level : sll_t_sparse_grid_interpolator
• maxiter : sll_t_trapezoid_1d_charac , sll_t_trapezoid_conservative_1d_charac , sll_c_rk_implicit
• maxwell_solver : sll_t_linear_operator_schur_ev_1d , sll_t_linear_operator_schur_ev_3d , sll_t_linear_operator_schur_phiv_1d , sll_t_linear_operator_schur_phiv_3d , sll_t_time_propagator_pic_vm_1d2v_boris , sll_t_time_propagator_pic_vm_1d2v_cef , sll_t_time_propagator_pic_vm_1d2v_helper , sll_t_time_propagator_pic_vm_1d2v_hs , sll_t_time_propagator_pic_vm_1d2v_hs_trafo , sll_t_time_propagator_pic_vm_1d2v_momentum , sll_t_time_propagator_pic_vm_1d2v_subcyc , sll_t_time_propagator_pic_vm_1d2v_trafo_helper , sll_t_time_propagator_pic_vm_1d2v_zigsub , sll_t_time_propagator_pic_vm_2d3v_hs , sll_t_time_propagator_pic_vm_3d3v_cef , sll_t_time_propagator_pic_vm_3d3v_cef_trafo , sll_t_time_propagator_pic_vm_3d3v_helper , sll_t_time_propagator_pic_vm_3d3v_hs , sll_t_time_propagator_pic_vm_3d3v_hs_trafo , sll_t_time_propagator_pic_vm_3d3v_trafo_helper
• mem : memslice
• mesh : sll_t_charge_accumulator_2d , sll_t_charge_accumulator_2d_cs , sll_t_electric_field_accumulator , sll_t_electric_field_accumulator_cs , sll_t_advection_tri_mesh , sll_t_box_spline_2d , sll_c_coordinate_transformation_2d_base , sll_t_particle_group_2d , sll_t_particle_group_4d , sll_t_particle_group_6d , sll_t_particle_sorter_2d , sll_t_pic_viewer_2d , sll_t_poisson_2d_triangular , sll_t_scalar_field_1d_analytic , sll_t_scalar_field_1d_discrete , scalar_field_1d , sll_t_scalar_field_2d_analytic , sll_t_scalar_field_2d_discrete
• mesh_2d : sll_t_split_advection_2d
• mesh_4d : sll_t_init_test_4d_par
• mesh_x1 : sll_t_oblic_derivative
• mesh_x2 : sll_t_oblic_derivative
• metric() : sll_t_mapping_2d , sll_t_mapping_3d
• metric_inverse() : sll_t_mapping_2d , sll_t_mapping_3d
• metric_inverse_single() : sll_t_mapping_3d
• metric_inverse_single_jacobian() : sll_t_mapping_3d
• metric_single() : sll_t_mapping_3d
• metric_single_jacobian() : sll_t_mapping_3d
• mgopt : poisson_2d_mudpack_curvilinear
• mixed_derivs_a : sll_t_spline_2d_boundary_data
• mixed_derivs_b : sll_t_spline_2d_boundary_data
• mixed_derivs_c : sll_t_spline_2d_boundary_data
• mixed_derivs_d : sll_t_spline_2d_boundary_data
• mixed_mass : sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_trafo , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo
• mm : sll_t_poisson_2d_fem_sps_dense , sll_t_poisson_2d_fem_sps_stencil_new , sll_t_qn_solver_2d_fem_sps_stencil_new
• modes : sll_t_periodic_interp_work
• modified : sll_t_sparse_grid_interpolator
• modnum : sll_t_params_cos_gaussian
• mors1 : sll_t_poisson_2d_triangular
• mors2 : sll_t_poisson_2d_triangular
• mp : sll_t_poisson_2d_fem_sps_dense
• mp_acquire_double_1d() : mp_acquire
• mp_acquire_double_2d() : mp_acquire
• mp_acquire_double_3d() : mp_acquire
• mp_acquire_double_6d() : mp_acquire
• mp_acquire_int_1d() : mp_acquire
• mp_acquire_int_2d() : mp_acquire
• mp_acquire_int_3d() : mp_acquire
• mp_acquire_int_6d() : mp_acquire
• mp_acquire_real_1d() : mp_acquire
• mp_acquire_real_2d() : mp_acquire
• mp_acquire_real_3d() : mp_acquire
• mp_acquire_real_6d() : mp_acquire
• mp_linop_c1_block : sll_t_poisson_2d_fem_sps_stencil_new , sll_t_qn_solver_2d_fem_sps_stencil_new
• mp_release_double_1d() : mp_release
• mp_release_double_2d() : mp_release
• mp_release_double_3d() : mp_release
• mp_release_double_6d() : mp_release
• mp_release_int_1d() : mp_release
• mp_release_int_2d() : mp_release
• mp_release_int_3d() : mp_release
• mp_release_int_6d() : mp_release
• mp_release_real_1d() : mp_release
• mp_release_real_2d() : mp_release
• mp_release_real_3d() : mp_release
• mp_release_real_6d() : mp_release
• mtab : psm_1d_advector
• mu_0 : sll_t_maxwell_2d_diga , sll_t_maxwell_2d_fdtd , sll_t_maxwell_2d_periodic_plan_cartesian_par , sll_t_maxwell_2d_pstd , sll_t_maxwell_3d_pstd , sll_maxwell_solver
• mu_points_for_phi : sll_t_qn_2d_polar
• mu_weights_for_phi : sll_t_qn_2d_polar
• mudpack_case : poisson_2d_mudpack_curvilinear
• mult() : sll_c_vector_space , sll_t_vector_space_c1_block , sll_t_vector_space_real_array_1d , sll_t_vector_space_real_array_2d , sll_t_vector_space_real_array_3d
• mult_add() : sll_c_vector_space , sll_t_vector_space_c1_block , sll_t_vector_space_real_array_1d , sll_t_vector_space_real_array_2d , sll_t_vector_space_real_array_3d
• multiply() : sll_t_matrix_abstract , sll_t_matrix_csr
• multiply_c() : sll_t_maxwell_2d_fem_fft , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• multiply_ct() : sll_t_maxwell_2d_fem_fft , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• multiply_derivative() : multiply_derivative
• multiply_g() : sll_c_maxwell_1d_base , sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_ps , sll_t_maxwell_1d_trafo , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• multiply_gt() : sll_c_maxwell_1d_base , sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_ps , sll_t_maxwell_1d_trafo , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• multiply_interpolation_inverse_transpose() : sll_t_maxwell_1d_fem
• multiply_mass() : sll_c_maxwell_1d_base , sll_t_maxwell_1d_fem , sll_t_maxwell_1d_fem_sm , sll_t_maxwell_1d_ps , sll_t_maxwell_1d_trafo , sll_t_maxwell_2d_fem_fft , multiply_mass , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_1d_fem_sm , sll_t_maxwell_clamped_1d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• multiply_mass_inverse() : multiply_mass_inverse , sll_c_maxwell_3d_base , sll_t_maxwell_3d_fem , sll_t_maxwell_3d_fem_fft , sll_t_maxwell_3d_trafo , sll_t_maxwell_clamped_3d_fem , sll_t_maxwell_clamped_3d_trafo
• mumps_par : mumps_solver