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• W1491452844 abstract "The present paper examines one-dimensional and two-dimensional double-step tracking responses across the manual and oculomotor control systems. Initial double-step responses are characterized by i) a corrective reaction time that increases as a function of the determinant time interval (D) between the onset of a second step and the initiation of a response, and ii) an amplitude or angle of the initial response that varies as a function of D across an amplitude transition function. The modification to the amplitude of an initial step response occurs at shorter Ds for target steps in opposite directions than for steps in the same direction. For two-dimensional step-tracking, the initial angle is modified at the outset of the response and is independent of the interstimulus interval between target steps. The corrective response is characterized by its accuracy with respect to the final target position and can display a peak velocity that is threefold that of an equivalent single-step response. These results are discussed in relation to models that predict either i) that the initial portion of the initial response should be equivalent to a single-step response to the first target step position, or ii) that the initial response is determined by the temporal integration of both target step positions." @default.
• W1491452844 created "2016-06-24" @default.
• W1491452844 creator A5026162622 @default.
• W1491452844 creator A5083253572 @default.
• W1491452844 date "1995-01-01" @default.
• W1491452844 modified "2023-10-16" @default.
• W1491452844 title "Chapter 14 Trajectory modifications in response to superseding step stimuli" @default.
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• W1491452844 doi "https://doi.org/10.1016/s0166-4115(06)80017-8" @default.
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