theorem
MathlibNt.SieveTheory.LiLiuOnePlusOneNine.GoldbachBig.goldbachB10ProductQFiber_subset_zeroPrefix
(N : ℕ)
(ε : ℝ)
(m : ℕ)
:
goldbachB10ProductQFiber N ε m ⊆ goldbachB10ProductQFiber N 0 m
Only the enlarged right-hand mother family loses its epsilon lower endpoint.
Inspect dependencies
MathlibNt.SieveTheory.LiLiuOnePlusOneNine.GoldbachBig.goldbachB10ProductQFiber_subset_zeroPrefix · compiled type and proof/definition references.
theorem
MathlibNt.SieveTheory.LiLiuOnePlusOneNine.GoldbachBig.goldbachB10SiftedCount_le_zeroPrefix
(N : ℕ)
(ε b c Z : ℝ)
:
Literal fibre multiplicities and the output sieve remain unchanged.
Inspect dependencies
MathlibNt.SieveTheory.LiLiuOnePlusOneNine.GoldbachBig.goldbachB10SiftedCount_le_zeroPrefix · compiled type and proof/definition references.