module
module
IndisputableMonolith.Mathematics.BirchTateStructure
show as:
view Lean formalization →
depends on (2)
declarations in this module (21)
-
structure
K2RingOfIntegers -
structure
ZetaValue -
def
BirchTateConjecture -
def
IsTotallyReal -
def
w2Invariant -
theorem
birch_tate_for_Q -
theorem
birch_tate_quadratic -
theorem
lictenbaum_connection -
theorem
k2_phi_paths -
theorem
zeta_phi_orbits -
theorem
birch_tate_path_orbit_duality -
theorem
abelian_phi_product -
theorem
w2_phi_euler_characteristic -
theorem
has_bsd_structure -
def
birch_tate_from_ledger -
theorem
birch_tate_structure_chain -
theorem
birch_tate_implies_bsd -
structure
Resolution -
theorem
birch_tate_abelian_proven -
theorem
birch_tate_rs_prediction -
theorem
birch_tate_summary