module
module
IndisputableMonolith.Verification.YardstickAssignmentChoiceSet
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depends on (2)
declarations in this module (80)
-
structure
BPowAssignment -
def
canonicalBPow -
def
mirroredBPow -
def
bPowValuePool -
theorem
bpow_pool_matches_anchor_formulas -
def
listToBPowAssignment -
def
allBPowAssignments -
def
bpowSumTarget -
theorem
bpow_sum_target_eq_one -
theorem
bpow_sum_target_matches_principle -
def
bpowStructuralConstraints -
def
bpowPrincipleConstraints -
def
validBPowAssignments -
theorem
all_bpow_assignments_count -
theorem
valid_bpow_assignment_count -
theorem
valid_bpow_assignments_are_singleton -
theorem
bpow_constraints_true_iff -
theorem
bpow_constraints_force_canonical -
theorem
bpow_principle_normal_form -
theorem
bpow_unrestricted_forcing_from_passive_coupling -
theorem
bpow_unrestricted_forcing_from_down_role -
theorem
bpow_lepton_forced_from_down_role_and_sign_sum -
theorem
bpow_lepton_role_iff_down_role_under_sign_sum -
theorem
bpow_sign_forced_from_lepton_down_sum -
theorem
bpow_principle_constraints_forced_from_edge_roles -
theorem
bpow_principle_constraints_forced_from_passive_active_roles -
theorem
bpow_bool_constraints_forced_from_edge_roles -
theorem
bpow_bool_constraints_forced_from_passive_active_roles -
theorem
bpow_unrestricted_forcing_from_edge_roles -
theorem
bpow_unrestricted_forcing_from_passive_active_roles -
theorem
bpow_unrestricted_forcing_from_passive_down_roles -
theorem
bpow_two_branch_under_down_role -
theorem
bpow_orientation_selects_canonical_from_two_branch -
theorem
bpow_orientation_selects_canonical_from_passive_down_roles -
theorem
bpow_principle_iff_active_unit_under_down_role -
theorem
bpow_principle_iff_active_unit_under_passive_down_roles -
theorem
bpow_bool_constraints_iff_active_unit_under_down_role -
theorem
bpow_bool_constraints_iff_active_unit_under_passive_down_roles -
structure
R0Assignment -
def
canonicalR0 -
def
r0ValuePool -
theorem
r0_pool_matches_anchor_formulas -
def
listToR0Assignment -
def
allR0Assignments -
def
r0SumTarget -
theorem
r0_sum_target_eq_147 -
theorem
r0_sum_target_matches_principle -
def
r0StructuralConstraints -
def
r0PrincipleConstraints -
def
validR0Assignments -
theorem
all_r0_assignments_count -
theorem
valid_r0_assignment_count -
theorem
valid_r0_assignments_are_singleton -
theorem
r0_constraints_true_iff -
theorem
r0_constraints_force_canonical -
theorem
r0_unrestricted_forcing_from_affine_roles_and_sum -
theorem
r0_depth_gap_iff_ew_role_under_affine_roles_and_sum -
theorem
r0_unrestricted_forcing_from_affine_roles_and_ew_role -
theorem
r0_unrestricted_forcing_from_affine_roles -
theorem
r0_principle_iff_sum_under_affine_roles_and_depth_gap -
theorem
r0_bool_constraints_iff_sum_under_affine_roles_and_depth_gap -
theorem
r0_principle_constraints_forced_from_affine_roles_and_sum -
theorem
r0_bool_constraints_forced_from_affine_roles_and_sum -
def
anchorBPowAssignment -
def
anchorR0Assignment -
theorem
anchor_bpow_matches_canonical -
theorem
anchor_r0_matches_canonical -
theorem
anchor_is_unique_valid_bpow -
theorem
anchor_is_unique_valid_r0 -
theorem
anchor_bpow_structural_identities -
theorem
anchor_bpow_constraints_from_principle -
theorem
anchor_r0_structural_identities -
theorem
anchor_r0_constraints_from_principle -
theorem
yardstick_choice_sets_collapsed -
theorem
yardstick_unrestricted_forcing_from_role_kernels_and_sums -
theorem
yardstick_unrestricted_forcing_from_cube_roles_and_r0_sum -
theorem
yardstick_unrestricted_forcing_from_cube_roles -
theorem
yardstick_filter_family_forced_from_cube_partition_principle -
theorem
yardstick_assignment_forced_from_cube_partition_principle -
theorem
yardstick_assignment_iff_cube_partition_principle