module
module
IndisputableMonolith.RSBridge.GapProperties
show as:
view Lean formalization →
used by (2)
depends on (2)
declarations in this module (20)
-
theorem
gap_zero -
theorem
gap_eq_log_phi_add_sub_one -
theorem
gap_strictMono_on_nonneg -
theorem
gap_24_lt_gap_276 -
theorem
gap_276_lt_gap_1332 -
def
gapR -
theorem
gapR_nat -
theorem
strictConcaveOn_gapR_Ici -
theorem
gap_diminishing_increments -
theorem
gap_second_difference_neg -
lemma
phi_bounds -
def
log_lower_bound_phi_hypothesis -
def
log_upper_bound_phi_hypothesis -
lemma
log_phi_bounds -
def
log_15p83_lower_hypothesis -
def
log_15p83_upper_hypothesis -
def
log_171p6_lower_hypothesis -
def
log_171p6_upper_hypothesis -
lemma
gap_24_bounds -
lemma
gap_276_bounds