-- Insert lean 4 alignment code here.
import Mathlib.Mathport.Rename
set_option align.precheck false

#align smul_smul' Rubin.GroupActionExt.smul_smul'
#align smul_eq_smul Rubin.GroupActionExt.smul_eq_smul_inv
#align smul_succ Rubin.GroupActionExt.smul_succ

#align equiv.congr_ne Rubin.equiv_congr_ne
#align subgroup.mk_smul Rubin.GroupActionExt.subgroup_mk_smul

#align bracket_mul Rubin.bracket_mul
#align is_algebraically_disjoint Rubin.is_algebraically_disjoint

#align orbit_bot Rubin.orbit_bot

#align smul_congr Rubin.GroupActionExt.smul_congr
#align smul_eq_iff_inv_smul_eq Rubin.GroupActionExt.smul_eq_iff_inv_smul_eq
#align smul_pow_eq_of_smul_eq Rubin.GroupActionExt.smul_pow_eq_of_smul_eq
#align smul_zpow_eq_of_smul_eq Rubin.GroupActionExt.smul_zpow_eq_of_smul_eq
#align is_equivariant Rubin.GroupActionExt.is_equivariant

#align subset_img' Rubin.SmulImage.smulImage'
#align subset_preimg' Rubin.SmulImage.smul_preimage'
#align subset_img Rubin.SmulImage.SmulImage
#align subset_img_def Rubin.SmulImage.smulImage_def
#align mem_smul'' Rubin.SmulImage.mem_smulImage
#align mem_inv_smul'' Rubin.SmulImage.mem_inv_smulImage
#align mul_smul'' Rubin.SmulImage.mul_smulImage
#align smul''_smul'' Rubin.SmulImage.smulImage_smulImage
#align one_smul'' Rubin.SmulImage.one_smulImage

#align disjoint_smul'' Rubin.SmulImage.disjoint_smulImage
#align smul''_congr Rubin.SmulImage.smulImage_congr
#align smul''_subset Rubin.SmulImage.smulImage_subset
#align smul''_union Rubin.SmulImage.smulImage_union
#align smul''_inter Rubin.SmulImage.smulImage_inter
#align smul''_eq_inv_preimage Rubin.SmulImage.smulImage_eq_inv_preimage
#align smul''_eq_of_smul_eq Rubin.SmulImage.smulImage_eq_of_smul_eq

#align support Rubin.SmulSupport.Support
#align support_eq_not_fixed_by Rubin.SmulSupport.support_eq_not_fixed_by
#align mem_support Rubin.SmulSupport.mem_support
#align mem_not_support Rubin.SmulSupport.not_mem_support
#align smul_in_support Rubin.SmulSupport.smul_mem_support
#align inv_smul_in_support Rubin.SmulSupport.inv_smul_mem_support

#align fixed_of_disjoint Rubin.SmulSupport.fixed_of_disjoint
#align fixes_subset_within_support Rubin.SmulSupport.fixed_smulImage_in_support
#align moves_subset_within_support Rubin.SmulSupport.smulImage_subset_in_support
#align support_mul Rubin.SmulSupport.support_mul
#align support_conjugate Rubin.SmulSupport.support_conjugate
#align support_inv Rubin.SmulSupport.support_inv
#align support_pow Rubin.SmulSupport.support_pow
#align support_comm Rubin.SmulSupport.support_comm
#align disjoint_support_comm Rubin.SmulSupport.disjoint_support_comm

#align continuous_mul_action Rubin.Topological.ContinuousMulAction
#align equivariant_homeomorph Rubin.Topological.equivariant_homeomorph
#align equivariant_fun Rubin.Topological.equivariant_fun
#align equivariant_inv Rubin.Topological.equivariant_inv
#align img_open_open Rubin.Topological.img_open_open
#align support_open Rubin.Topological.support_open

#align faithful_moves_point Rubin.faithful_moves_point₁
#align faithful_moves_point' Rubin.faithful_moves_point'₁
#align faithful_rist_moves_point Rubin.faithful_rigid_stabilizer_moves_point
#align ne_one_support_nempty Rubin.ne_one_support_nonempty
#align disjoint_commute Rubin.disjoint_commute₁

#align has_no_isolated_points Rubin.has_no_isolated_points
#align is_locally_dense Rubin.is_locally_dense
#align rubin_action Rubin.RubinAction

#align period Rubin.Period.period
#align period_le_fix Rubin.Period.period_le_fix
#align notfix_le_period Rubin.Period.notfix_le_period
#align notfix_le_period' Rubin.Period.notfix_le_period'
#align period_neutral_eq_one Rubin.Period.period_neutral_eq_one

#align periods Rubin.Period.periods
#align period_lemma Rubin.Period.periods_lemmas
#align period_from_exponent Rubin.Period.period_from_exponent
#align zero_lt_period_le_Sup_periods Rubin.Period.zero_lt_period_le_Sup_periods
#align pow_period_fix Rubin.Period.pow_period_fix

#align is_locally_moving Rubin.Disjointness.IsLocallyMoving

#align interior_closure Rubin.RegularSupport.InteriorClosure
#align is_open_interior_closure Rubin.RegularSupport.is_open_interiorClosure
#align interior_closure_mono Rubin.RegularSupport.interiorClosure_mono
#align set.is_regular_open Rubin.RegularSupport.Set.is_regular_open
#align set.is_regular_def Rubin.RegularSupport.Set.is_regular_def
#align is_open.in_closure Rubin.RegularSupport.IsOpen.in_closure
#align is_open.interior_closure_subset Rubin.RegularSupport.IsOpen.interiorClosure_subset

#align regular_interior_closure Rubin.RegularSupport.regular_interior_closure
#align regular_support Rubin.RegularSupport.RegularSupport
#align regular_regular_support Rubin.RegularSupport.regularSupport_regular
#align support_in_regular_support Rubin.RegularSupport.support_subset_regularSupport
#align mem_regular_support Rubin.RegularSupport.mem_regularSupport
#align algebraic_centralizer Rubin.RegularSupport.AlgebraicCentralizer