OAI/MathematicalPhysics/NavierStokes/ForcedComputation/Flow/FourShearSchedule.lean
27 declarations, 0 contain sorry, 0 declared as axioms
Four separated rational time slots give an actual smooth planar trajectory for a reciprocal affine map. The global curve is polynomial in the four smooth clocks, so no piecewise path or logarithmic coefficient is needed.
- def
OAI.ForcedComputation.PlanarHamiltonian.slotStartline 16 - def
OAI.ForcedComputation.PlanarHamiltonian.slotFinishline 18 - theorem
OAI.ForcedComputation.PlanarHamiltonian.slot_orderline 20 - def
OAI.ForcedComputation.PlanarHamiltonian.slotClockline 24 - def
OAI.ForcedComputation.PlanarHamiltonian.slotPulseline 26 - theorem
OAI.ForcedComputation.PlanarHamiltonian.slotClock_smoothline 28 - theorem
OAI.ForcedComputation.PlanarHamiltonian.slotClock_hasDerivAtline 31 - def
OAI.ForcedComputation.PlanarHamiltonian.slotRegionline 35 - theorem
OAI.ForcedComputation.PlanarHamiltonian.slotRegion_openline 39 - theorem
OAI.ForcedComputation.PlanarHamiltonian.exists_slotRegionline 43 - theorem
OAI.ForcedComputation.PlanarHamiltonian.previous_finish_ltline 58 - theorem
OAI.ForcedComputation.PlanarHamiltonian.lt_future_startline 67 - theorem
OAI.ForcedComputation.PlanarHamiltonian.clock_previousline 81 - theorem
OAI.ForcedComputation.PlanarHamiltonian.clock_futureline 88 - def
OAI.ForcedComputation.PlanarHamiltonian.routeline 95 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_smoothline 101 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_eq_stageline 111 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_eq_stage_nearline 142 - def
OAI.ForcedComputation.PlanarHamiltonian.scheduledVelocityline 148 - theorem
OAI.ForcedComputation.PlanarHamiltonian.scheduledVelocity_smoothline 151 - theorem
OAI.ForcedComputation.PlanarHamiltonian.scheduledVelocity_compactSupportline 160 - theorem
OAI.ForcedComputation.PlanarHamiltonian.scheduledVelocity_integral_eq_zeroline 172 - theorem
OAI.ForcedComputation.PlanarHamiltonian.scheduledVelocity_one_slotline 195 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_hasDerivAtline 207 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_initialline 218 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_finalline 227 - theorem
OAI.ForcedComputation.PlanarHamiltonian.route_boundline 241