- a -

• assumption : analytic_cache< C, V > , assume_bound< C >

- b -

• bundle : REP_STRUCT< C, V >

- c -

• c : nullary_recursive_analytic_rep< Op, C, V > , unary_recursive_analytic_rep< Op, C, V > , REP_STRUCT< C, V > , integrate_analytic_rep< C, V >
• coh : homotopy_stepper_rep< ball< C >, homotopy_ball > , homotopy_stepper_rep< C, homotopy_euler >
• conclusion : assume_bound< C >
• conv_bound : analytic_cache< C, V >

- d -

• dt : homotopy_stepper_rep< ball< C >, homotopy_ball >

- e -

• end_stepper : homotopy_stepper_rep< C, homotopy_floating< V, W > >
• equa : recursive_analytic_rep< C, V >
• eval_at : analytic_cache< C, V >
• expansion : analytic_cache< C, V >

- f -

• f : unary_analytic_rep< Op, C, V > , unary_recursive_analytic_rep< Op, C, V > , binary_recursive_analytic_rep< Op, C, V > , matrix_access_analytic_rep< C, V > , fast_eval_analytic_rep< C, V > , REP_STRUCT< C, V > , vector_access_analytic_rep< C, V > , binary_scalar_analytic_rep< Op, C, V, X > , cache_last_analytic_rep< C, V > , binary_analytic_rep< Op, C, V > , integrate_analytic_rep< C, V > , lshiftz_analytic_rep< C, V >
• fc : homotopy_stepper_rep< ball< C >, homotopy_ball >
• fp : heuristic_analytic_rep< C, V > , fast_eval_analytic_rep< C, V >
• fx : homotopy_stepper_rep< ball< C >, homotopy_ball >

- g -

• g : binary_analytic_rep< Op, C, V > , binary_recursive_analytic_rep< Op, C, V >
• goal : homotopy_stepper_rep< ball< C >, homotopy_ball >

- h -

• half_prec : homotopy_stepper_rep< C, homotopy_floating< V, W > >
• head_bound : analytic_cache< C, V >

- i -

• i : matrix_access_analytic_rep< C, V > , vector_access_analytic_rep< C, V >
• init : homotopy_stepper_rep< ball< C >, homotopy_ball > , homotopy_stepper_rep< ball< C >, homotopy_post_certify< V, W > > , homotopy_stepper_rep< C, homotopy_euler > , recursive_analytic_rep< C, V >
• invalid : REP_STRUCT< C, V >
• Ix : homotopy_stepper_rep< ball< C >, homotopy_ball >

- j -

• j : matrix_access_analytic_rep< C, V >
• Jx : homotopy_stepper_rep< ball< C >, homotopy_ball >

- k -

• k : homotopy_stepper_rep< ball< C >, homotopy_ball > , homotopy_stepper_rep< C, homotopy_euler >

- m -

• move_to : analytic_cache< C, V >

- n -

• neighbours : REP_STRUCT< C, V >
• next : analytic_cache< C, V > , cache_last_analytic_rep< C, V >
• next_function : analytic_next< C, V >
• next_point : analytic_next< C, V >
• numeric_stepper : homotopy_stepper_rep< ball< C >, homotopy_post_certify< V, W > >

- o -

• order : heuristic_analytic_rep< C, V >

- p -

• p : heuristic_analytic_rep< C, V > , REP_STRUCT< C, V >
• phi : heuristic_analytic_rep< C, V >
• phi_at_u : heuristic_analytic_rep< C, V >
• prec : homotopy_stepper_rep< C, homotopy_floating< V, W > >
• prev : heuristic_analytic_rep< C, V >
• previous : heuristic_analytic_rep< C, V >

- r -

• r : REP_STRUCT< C, V >
• radius_bound : analytic_cache< C, V >
• replaced : REP_STRUCT< C, V >

- s -

• s : riemann_point< R, V >
• safe_stepper : homotopy_stepper_rep< ball< C >, homotopy_post_certify< V, W > >
• serial : REP_STRUCT< C, V > , assume_bound< C >
• shift : lshiftz_analytic_rep< C, V >
• squares : REP_STRUCT< C, V >
• sub_stepper : homotopy_stepper_rep< C, homotopy_floating< V, W > >
• surface : REP_STRUCT< C, V >

- t -

• t : heuristic_analytic_rep< C, V >
• t0 : homotopy_stepper_rep< ball< C >, homotopy_ball > , homotopy_stepper_rep< C, homotopy_euler >
• t1 : homotopy_stepper_rep< C, homotopy_euler > , homotopy_stepper_rep< ball< C >, homotopy_ball >
• tail_bound : analytic_cache< C, V >
• tube : homotopy_stepper_rep< ball< C >, homotopy_ball >

- u -

• u : heuristic_analytic_rep< C, V >
• u_path : heuristic_analytic_rep< C, V >
• upgrades : REP_STRUCT< C, V >

- w -

• with_init : unary_recursive_analytic_rep< Op, C, V >

- x -

• x : binary_scalar_analytic_rep< Op, C, V, X > , homotopy_stepper_rep< ball< C >, homotopy_ball >
• x2 : homotopy_stepper_rep< ball< C >, homotopy_ball >

- z -

• z : riemann_point< R, V >