Least-squares deconvolution of evoked potentials and sequence optimization for multiple stimuli under low-jitter conditions.
OBJECTIVE
Rapid presentation of stimuli in an evoked response paradigm can lead to overlap of multiple responses and consequently difficulties interpreting waveform morphology. This paper presents a deconvolution method allowing overlapping multiple responses to be disentangled.


METHODS
The deconvolution technique uses a least-squared error approach. A methodology is proposed to optimize the stimulus sequence associated with the deconvolution technique under low-jitter conditions. It controls the condition number of the matrices involved in recovering the responses. Simulations were performed using the proposed deconvolution technique.


RESULTS
Multiple overlapping responses can be recovered perfectly in noiseless conditions. In the presence of noise, the amount of error introduced by the technique can be controlled a priori by the condition number of the matrix associated with the used stimulus sequence. The simulation results indicate the need for a minimum amount of jitter, as well as a sufficient number of overlap combinations to obtain optimum results. An aperiodic model is recommended to improve reconstruction.


CONCLUSIONS
We propose a deconvolution technique allowing multiple overlapping responses to be extracted and a method of choosing the stimulus sequence optimal for response recovery.


SIGNIFICANCE
This technique may allow audiologists, psychologists, and electrophysiologists to optimize their experimental designs involving rapidly presented stimuli, and to recover evoked overlapping responses.
['Bardy|Fabrice|F|', 'Dillon|Harvey|H|', 'Van Dun|Bram|B|']
D001921:Brain D003198:Computer Simulation D004569:Electroencephalography D005071:Evoked Potentials D006801:Humans D008962:Models, Theoretical D009622:Noise D010812:Physical Stimulation
Multiple stimuli Low-jitter Least-squares (LS) deconvolution Optimization of stimulus sequence