| Literature DB >> 35734216 |
Sein Kim1, Hyeonhee Roh1,2, Maesoon Im1,3.
Abstract
Numerous retinal prosthetic systems have demonstrated somewhat useful vision can be restored to individuals who had lost their sight due to outer retinal degenerative diseases. Earlier prosthetic studies have mostly focused on the confinement of electrical stimulation for improved spatial resolution and/or the biased stimulation of specific retinal ganglion cell (RGC) types for selective activation of retinal ON/OFF pathway for enhanced visual percepts. To better replicate normal vision, it would be also crucial to consider information transmission by spiking activities arising in the RGC population since an incredible amount of visual information is transferred from the eye to the brain. In previous studies, however, it has not been well explored how much artificial visual information is created in response to electrical stimuli delivered by microelectrodes. In the present work, we discuss the importance of the neural information for high-quality artificial vision. First, we summarize the previous literatures which have computed information transmission rates from spiking activities of RGCs in response to visual stimuli. Second, we exemplify a couple of studies which computed the neural information from electrically evoked responses. Third, we briefly introduce how information rates can be computed in the representative two ways - direct method and reconstruction method. Fourth, we introduce in silico approaches modeling artificial retinal neural networks to explore the relationship between amount of information and the spiking patterns. Lastly, we conclude our review with clinical implications to emphasize the necessity of considering visual information transmission for further improvement of retinal prosthetics.Entities:
Keywords: information theory; neural computation; retinal prosthetics; spike trains; visual information
Year: 2022 PMID: 35734216 PMCID: PMC9208577 DOI: 10.3389/fncel.2022.911754
Source DB: PubMed Journal: Front Cell Neurosci ISSN: 1662-5102 Impact factor: 6.147
FIGURE 1Schematic illustration of visual information transfer from the eye to the visual cortex. The visual information flows through the lateral geniculate nucleus (LGN) en route to the visual cortex. But, LGN is not shown in this figure for brevity. (A) Retinal ganglion cells generate spiking activities to visual stimuli and transmit visual information to the brain (visual cortex) through the optic nerve and optic radiation. (B) Insufficient visual information and less natural artificial vision may activate higher visual centers inappropriately. (C) Rich visual information and more natural artificial vision may activate higher visual centers more effectively.
FIGURE 2The direct method and the reconstruction method can be applied to calculate information rates. (A) In the direct method, average information rates are the difference between total entropy and noise entropy. N represents the total number of possible binary code combinations, i represents binary code combination. P indicates probability of particular binary code combinations and similarly P indicates the probability of particular binary code combinations at a specific time, t. (B) In the reconstruction method, average information rates are obtained from the signal to noise ratio (SNR). Signal and noise are calculated differently in each bound (see Passaglia and Troy, 2004 for how signal and noise are calculated). In here, S(f) means signals which are the Fourier transforms of the stimulus, R(f) means responses which are also the Fourier transforms of the response, respectively. Ŝ(f) means the best estimate of stimulus. In upper bound, Ŝ(f) is obtained by averaging R(f) [i.e,. R̄(f)]. In lower bound, Ŝ(f) is obtained by the linear decoder filter, H. N(f) represents noise, and noise is also different in each bound. In upper bound, noise is the difference between response and average response, while noise is the difference between signals and estimated stimulus in lower bound.