about
Control at stability's edge minimizes energetic costs: expert stick balancing.Acceleration feedback improves balancing against reflex delay.Quantization improves stabilization of dynamical systems with delayed feedback.Saturation limits the contribution of acceleration feedback to balancing against reaction delay.Sensory uncertainty and stick balancing at the fingertip.Extension of Stability Radius to Neuromechanical Systems With Structured Real Perturbations.On the analysis of the double Hopf bifurcation in machining processes via centre manifold reduction.Virtual stick balancing: sensorimotor uncertainties related to angular displacement and velocityActing together, destabilizing influences can stabilize human balanceEstablishing metrics and control laws for the learning process: ball and beam balancing
P50
Q30782951-6EFD62D7-7FBD-4815-B214-68688C432FE3Q36591063-4785B4EA-F165-4ADF-ACE2-2BC0883450DCQ46540355-D66F14D7-D849-4F9C-9060-CC315743A7C6Q48130933-EEF84DB4-6CE2-489D-84F2-5BFFEA75EAFBQ48520013-8DFE21AA-955A-46D0-A3E2-44EA36F68A49Q50691904-314B26C9-21AB-4D17-A467-FA5E830BD5F1Q51774400-AB519C94-DF7D-4857-A1B3-E12A73BED5D3Q91897840-712830C8-7D05-4F75-9B77-4679B31F91DEQ92068366-ACC0D4C3-1DD3-4557-A84D-68D2B49F6798Q92751228-DB49F768-1AD3-46FB-817B-4301C307F964
P50
description
investigador
@es
researcher
@en
name
Tamás Insperger
@en
type
label
Tamás Insperger
@en
prefLabel
Tamás Insperger
@en
P31
P496
0000-0001-7518-9774