Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature

Catavitello G, Ivanenko YP, Lacquaniti F, Viviani P (2016)
Exp Brain Res 234(6): 1649-1657.

Zeitschriftenaufsatz | Veröffentlicht | Englisch
 
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DOI
URN
urn:nbn:de:0070-pub-29010651
Autor*in
Catavitello, Giovanna; Ivanenko, Yuri P.; Lacquaniti, Francesco; Viviani, Paolo
Einrichtung
External Partner
Projekt
Cognitive Interaction in Motion - CogIMon
Erscheinungsjahr
2016
Zeitschriftentitel
Exp Brain Res
Band
234
Ausgabe
6
Seite(n)
1649-1657
ISSN
0014-4819, 1432-1106
Page URI
https://pub.uni-bielefeld.de/record/2901065

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Catavitello G, Ivanenko YP, Lacquaniti F, Viviani P. Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature. Exp Brain Res. 2016;234(6):1649-1657.
Catavitello, G., Ivanenko, Y. P., Lacquaniti, F., & Viviani, P. (2016). Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature. Exp Brain Res, 234(6), 1649-1657. https://doi.org/10.1007/s00221-016-4569-9
Catavitello, Giovanna, Ivanenko, Yuri P., Lacquaniti, Francesco, and Viviani, Paolo. 2016. “Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature”. Exp Brain Res 234 (6): 1649-1657.
Catavitello, G., Ivanenko, Y. P., Lacquaniti, F., and Viviani, P. (2016). Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature. Exp Brain Res 234, 1649-1657.
Catavitello, G., et al., 2016. Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature. Exp Brain Res, 234(6), p 1649-1657.
G. Catavitello, et al., “Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature”, Exp Brain Res, vol. 234, 2016, pp. 1649-1657.
Catavitello, G., Ivanenko, Y.P., Lacquaniti, F., Viviani, P.: Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature. Exp Brain Res. 234, 1649-1657 (2016).
Catavitello, Giovanna, Ivanenko, Yuri P., Lacquaniti, Francesco, and Viviani, Paolo. “Drawing ellipses in water: evidence for dynamic constraints in the relation between velocity and path curvature”. Exp Brain Res 234.6 (2016): 1649-1657.
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3 Zitationen in Europe PMC

Daten bereitgestellt von Europe PubMed Central.

The speed-curvature power law of movements: a reappraisal.
Zago M, Matic A, Flash T, Gomez-Marin A, Lacquaniti F., Exp Brain Res 236(1), 2018
PMID: 29071361
The power law of movement: an example of a behavioral illusion.
Marken RS, Shaffer DM., Exp Brain Res 235(6), 2017
PMID: 28299410
The speed-curvature power law in Drosophila larval locomotion.
Zago M, Lacquaniti F, Gomez-Marin A., Biol Lett 12(10), 2016
PMID: 28120807

39 References

Daten bereitgestellt von Europe PubMed Central.

Movement timing and invariance arise from several geometries.
Bennequin D, Fuchs R, Berthoz A, Flash T., PLoS Comput. Biol. 5(7), 2009
PMID: 19593380

A, Rev Philos Fr LÉtranger 35(), 1893
The relationship between curvature and velocity in two-dimensional smooth pursuit eye movements.
de'Sperati C, Viviani P., J. Neurosci. 17(10), 1997
PMID: 9133411
Kinematic invariants during cyclical arm movements.
Dounskaia N., Biol Cybern 96(2), 2006
PMID: 17031664
Affine differential geometry analysis of human arm movements.
Flash T, Handzel AA., Biol Cybern 96(6), 2007
PMID: 17406889
The coordination of arm movements: an experimentally confirmed mathematical model.
Flash T, Hogan N., J. Neurosci. 5(7), 1985
PMID: 4020415
The motor cortex and the coding of force.
Georgopoulos AP, Ashe J, Smyrnis N, Taira M., Science 256(5064), 1992
PMID: 1609282
Origins of the power law relation between movement velocity and curvature: modeling the effects of muscle mechanics and limb dynamics.
Gribble PL, Ostry DJ., J. Neurophysiol. 76(5), 1996
PMID: 8930238
Signal-dependent noise determines motor planning.
Harris CM, Wolpert DM., Nature 394(6695), 1998
PMID: 9723616
Velocity and curvature in human locomotion along complex curved paths: a comparison with hand movements.
Hicheur H, Vieilledent S, Richardson MJ, Flash T, Berthoz A., Exp Brain Res 162(2), 2004
PMID: 15586276
Spectrum of power laws for curved hand movements.
Huh D, Sejnowski TJ., Proc. Natl. Acad. Sci. U.S.A. 112(29), 2015
PMID: 26150514
Two-thirds power law in human locomotion: role of ground contact forces.
Ivanenko YP, Grasso R, Macellari V, Lacquaniti F., Neuroreport 13(9), 2002
PMID: 12151763

WR, Proc R Soc Lond 57(), 1894
The law relating the kinematic and figural aspects of drawing movements.
Lacquaniti F, Terzuolo C, Viviani P., Acta Psychol (Amst) 54(1-3), 1983
PMID: 6666647
Complex unconstrained three-dimensional hand movement and constant equi-affine speed.
Maoz U, Berthoz A, Flash T., J. Neurophysiol. 101(2), 2008
PMID: 19073811
Physical principles for economies of skilled movements.
Nelson WL., Biol Cybern 46(2), 1983
PMID: 6838914
Transformation of the intended direction of movement during continuous motor trajectories.
Pellizzer G., Neuroreport 8(16), 1997
PMID: 9427305
Speed-curvature relations in speech production challenge the 1/3 power law.
Perrier P, Fuchs S., J. Neurophysiol. 100(3), 2008
PMID: 18562557
The formation of trajectories during goal-oriented locomotion in humans. II. A maximum smoothness model.
Pham QC, Hicheur H, Arechavaleta G, Laumond JP, Berthoz A., Eur. J. Neurosci. 26(8), 2007
PMID: 17953626
Constant affine velocity predicts the 1/3 power law of planar motion perception and generation.
Pollick FE, Sapiro G., Vision Res. 37(3), 1997
PMID: 9135867
Three-dimensional arm movements at constant equi-affine speed.
Pollick FE, Maoz U, Handzel AA, Giblin PJ, Sapiro G, Flash T., Cortex 45(3), 2008
PMID: 18678364
Comparing smooth arm movements with the two-thirds power law and the related segmented-control hypothesis.
Richardson MJ, Flash T., J. Neurosci. 22(18), 2002
PMID: 12223574
Origins and violations of the 2/3 power law in rhythmic three-dimensional arm movements.
Schaal S, Sternad D., Exp Brain Res 136(1), 2001
PMID: 11204414
Direct cortical representation of drawing.
Schwartz AB., Science 265(5171), 1994
PMID: 8036499
A note on the kinematcis of drawing movements in children.
Sciaky R, Lacquaniti F, Terzuolo C, Soechting JF., J Mot Behav 19(4), 1987
PMID: 15136275
An algorithm for the generation of curvilinear wrist motion in an arbitrary plane in three-dimensional space.
Soechting JF, Terzuolo CA., Neuroscience 19(4), 1986
PMID: 3822127
Defining and measuring speech movement events.
Tasko SM, Westbury JR., J. Speech Lang. Hear. Res. 45(1), 2002
PMID: 14748644
Smoothness maximization along a predefined path accurately predicts the speed profiles of complex arm movements.
Todorov E, Jordan MI., J. Neurophysiol. 80(2), 1998
PMID: 9705462
Predictive mechanisms in the control of contour following.
Tramper JJ, Flanders M., Exp Brain Res 227(4), 2013
PMID: 23649968
Formation and control of optimal trajectory in human multijoint arm movement. Minimum torque-change model.
Uno Y, Kawato M, Suzuki R., Biol Cybern 61(2), 1989
PMID: 2742921
Relationship between velocity and curvature of a human locomotor trajectory.
Vieilledent S, Kerlirzin Y, Dalbera S, Berthoz A., Neurosci. Lett. 305(1), 2001
PMID: 11356309
Segmentation and coupling in complex movements.
Viviani P, Cenzato M., J Exp Psychol Hum Percept Perform 11(6), 1985
PMID: 2934511
Minimum-jerk, two-thirds power law, and isochrony: converging approaches to movement planning.
Viviani P, Flash T., J Exp Psychol Hum Percept Perform 21(1), 1995
PMID: 7707032
The relation between linear extent and velocity in drawing movements.
Viviani P, McCollum G., Neuroscience 10(1), 1983
PMID: 6646421
A developmental study of the relationship between geometry and kinematics in drawing movements.
Viviani P, Schneider R., J Exp Psychol Hum Percept Perform 17(1), 1991
PMID: 1826312
Biological movements look uniform: evidence of motor-perceptual interactions.
Viviani P, Stucchi N., J Exp Psychol Hum Percept Perform 18(3), 1992
PMID: 1500865
Trajectory determines movement dynamics.
Viviani P, Terzuolo C., Neuroscience 7(2), 1982
PMID: 7078732
Velocity control in Parkinson's disease: a quantitative analysis of isochrony in scribbling movements.
Viviani P, Burkhard PR, Chiuve SC, Corradi-Dell'Acqua C, Vindras P., Exp Brain Res 194(2), 2009
PMID: 19153724
Relation between velocity and curvature in movement: equivalence and divergence between a power law and a minimum-jerk model.
Wann J, Nimmo-Smith I, Wing AM., J Exp Psychol Hum Percept Perform 14(4), 1988
PMID: 2974873
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