def
definition
def or abbrev
H
show as:
view Lean formalization →
formal statement (Lean)
188noncomputable def H (x : ℝ) : ℝ := J x + 1
proof body
Definition body.
189
190/-- H at identity equals 1. -/
used by (40)
-
applied -
conjugateMomentum -
hamilton_equations_from_EL -
hamiltonQDotEquation -
continuous_bijective_preserves_J_eq_id_or_inv -
cost_algebra_certificate -
cost_algebra_unique -
costCompose_fourfold_power_counterexample -
H_at_one -
H_dAlembert -
H_ge_one -
shiftedComposeH_val -
shiftedCompose_val -
ShiftedHValue -
shiftedHValueOf -
shiftedOfH -
lambda_rec_dimensionless_id_physical -
lambda_rec_pos -
aestronglyMeasurable_galerkinForcing_mode_of_continuous -
coeffBound -
coeff_bound_of_uniformBounds -
continuum_limit_exists -
ConvergenceHypothesis -
ConvergenceHypothesis -
divConstraint_eq_zero_of_forall -
divFreeCoeffBound -
divFree_of_forall -
forcingDCTAt -
galerkinForcing -
GalerkinForcingDominatedConvergenceHypothesis