def
definition
def or abbrev
sub
show as:
view Lean formalization →
formal statement (Lean)
85def sub (I J : Interval) : Interval where
86 lo := I.lo - J.hi
proof body
Definition body.
87 hi := I.hi - J.lo
88 valid := by linarith [I.valid, J.valid]
89
90instance : Sub Interval where
91 sub := sub
92
used by (40)
-
actionJ_convex_on_interp -
goldenDivision_lt_one -
bimodal_ratio_lt_phi_nine -
nobleGasZFull -
duhamelKernelDominatedConvergenceAt_of_forcing -
galerkinNS_hasDerivAt_duhamelRemainder_mode -
sat_eval_time -
Gate -
P_vs_NP_resolved -
RecognitionComplete -
Validation -
hierarchy_problem_dissolution -
hasDerivAt_Jcost -
hasDerivAt_Jlog -
dAlembert_contDiff_nat -
dAlembert_to_ODE_general -
ode_cos_uniqueness -
representation_formula -
dAlembert_contDiff_nat -
dAlembert_to_ODE_general -
ode_cos_uniqueness -
representation_formula -
aczel_classification_conditional -
dAlembert_first_deriv_of_contDiff -
dAlembert_second_deriv_at_zero_of_contDiff -
hasDerivAt_JcostDeriv -
Jcost_strictConvexOn_pos -
differentiableAt_Jcost -
dAlembert_continuous_of_log_curvature -
dAlembert_to_ODE_general_theorem