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1.
J Neurosci ; 31(31): 11351-61, 2011 Aug 03.
Artículo en Inglés | MEDLINE | ID: mdl-21813694

RESUMEN

The mouse is becoming a key species for research on the neural circuits of the early visual system. To relate such circuits to perception, one must measure visually guided behavior and ask how it depends on fundamental stimulus attributes such as visual contrast. Using operant conditioning, we trained mice to detect visual contrast in a two-alternative forced-choice task. After 3-4 weeks of training, mice performed hundreds of trials in each session. Numerous sessions yielded high-quality psychometric curves from which we inferred measures of contrast sensitivity. In multiple sessions, however, choices were influenced not only by contrast, but also by estimates of reward value and by irrelevant factors such as recent failures and rewards. This behavior was captured by a generalized linear model involving not only the visual responses to the current stimulus but also a bias term and history terms depending on the outcome of the previous trial. We compared the behavioral performance of the mice to predictions of a simple decoder applied to neural responses measured in primary visual cortex of awake mice during passive viewing. The decoder performed better than the animal, suggesting that mice might not use optimally the information contained in the activity of visual cortex.


Asunto(s)
Conducta Animal/fisiología , Sensibilidad de Contraste/fisiología , Detección de Señal Psicológica/fisiología , Animales , Conducta de Elección/fisiología , Condicionamiento Operante , Femenino , Funciones de Verosimilitud , Modelos Lineales , Masculino , Ratones , Ratones Endogámicos C57BL , Ratones Transgénicos , Neuronas/fisiología , Estimulación Luminosa/métodos , Psicometría , Curva ROC , Recompensa , Corteza Visual/citología , Vigilia
2.
eNeuro ; 6(6)2019.
Artículo en Inglés | MEDLINE | ID: mdl-31604815

RESUMEN

Motion selectivity in primary visual cortex (V1) is approximately separable in orientation, spatial frequency, and temporal frequency ("frequency-separable"). Models for area MT neurons posit that their selectivity arises by combining direction-selective V1 afferents whose tuning is organized around a tilted plane in the frequency domain, specifying a particular direction and speed ("velocity-separable"). This construction explains "pattern direction-selective" MT neurons, which are velocity-selective but relatively invariant to spatial structure, including spatial frequency, texture and shape. We designed a set of experiments to distinguish frequency-separable and velocity-separable models and executed them with single-unit recordings in macaque V1 and MT. Surprisingly, when tested with single drifting gratings, most MT neurons' responses are fit equally well by models with either form of separability. However, responses to plaids (sums of two moving gratings) tend to be better described as velocity-separable, especially for pattern neurons. We conclude that direction selectivity in MT is primarily computed by summing V1 afferents, but pattern-invariant velocity tuning for complex stimuli may arise from local, recurrent interactions.


Asunto(s)
Percepción de Movimiento/fisiología , Neuronas/fisiología , Corteza Visual/fisiología , Percepción Visual/fisiología , Animales , Mapeo Encefálico , Femenino , Macaca fascicularis , Macaca mulatta , Masculino , Modelos Neurológicos , Neuronas/citología , Orientación/fisiología , Estimulación Luminosa , Corteza Visual/citología , Vías Visuales/citología , Vías Visuales/fisiología
3.
Adv Neural Inf Process Syst ; 25: 3113-3121, 2012 Dec.
Artículo en Inglés | MEDLINE | ID: mdl-26273181

RESUMEN

Many visual and auditory neurons have response properties that are well explained by pooling the rectified responses of a set of spatially shifted linear filters. These filters cannot be estimated using spike-triggered averaging (STA). Subspace methods such as spike-triggered covariance (STC) can recover multiple filters, but require substantial amounts of data, and recover an orthogonal basis for the subspace in which the filters reside rather than the filters themselves. Here, we assume a linear-nonlinear-linear-nonlinear (LN-LN) cascade model in which the first linear stage is a set of shifted ('convolutional') copies of a common filter, and the first nonlinear stage consists of rectifying scalar nonlinearities that are identical for all filter outputs. We refer to these initial LN elements as the 'subunits' of the receptive field. The second linear stage then computes a weighted sum of the responses of the rectified subunits. We present a method for directly fitting this model to spike data, and apply it to both simulated and real neuronal data from primate V1. The subunit model significantly outperforms STA and STC in terms of cross-validated accuracy and efficiency.

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