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Erich E. Sutter

Researcher at Smith-Kettlewell Institute

Publications -  53
Citations -  4317

Erich E. Sutter is an academic researcher from Smith-Kettlewell Institute. The author has contributed to research in topics: Electroretinography & Visual cortex. The author has an hindex of 26, co-authored 53 publications receiving 4229 citations. Previous affiliations of Erich E. Sutter include Johns Hopkins University.

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The field topography of ERG components in man—I. The photopic luminance response

TL;DR: A technique of multi-input systems analysis is used to explore the field topography of ERG responses to local luminance modulation, finding some nasal-temporal asymmetry is observed in all subjects with higher response densities in the temporal field outside the blind spot.
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The brain response interface: communication through visually-induced electrical brain responses

TL;DR: An experimental communication system for severely disabled persons that utilizes electrical responses from the brain is discussed, and the results of a preliminary evaluation are presented.
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The topography of visual evoked response properties across the visual field

TL;DR: The high-resolution visual field maps demonstrated that clinical field testing using the VEP is not feasible because of effects of cortical convolutions on responses, but the vast improvement in data quality and quantity make it a useful tool for VEP source localization and identification.
Journal Article

Mapping of retinal function in diabetic retinopathy using the multifocal electroretinogram.

TL;DR: These findings indicate changes in the nonlinear dynamics of a fast-gain control in diabetic patients, presumably located in the inner retina, and suggest that early functional changes of theinner retina are evident in diabetic Patients before impairment of the outer retina is observed.
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The fast m-transform: a fast computation of cross-correlations with binary m-sequences

TL;DR: It is shown that m-transforms are in the same Hadamard equivalence class as Walsh–Hadamard transforms and can be becomputed by means of the Fast Walsh Transform (FWT) algorithm, preceded and followed by a permutation.