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Bernal S D_2010.pdf - University of Plymouth

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3.2. EVIDENCE FROM tm BRAIN<br />

feedback, which can also be accommodated within Bayesian inference theory (Chikkerur et al,<br />

2009, Spratling 2008b, Friston 201(1). These results are explained as an increase in the belief<br />

or prediction populations, as a consequence <strong>of</strong> an enhancement <strong>of</strong> features consistent with the<br />

global percept.<br />

Moreover, the Bayesian framework is also compatible with basic synaptic physiology such as<br />

Hebbian plasticity, which results from the optimization <strong>of</strong> the generative model parameters in<br />

order to reduce prediction error (Friston et al. 2006). A recent study (Nessler et al. 2009)<br />

further showed how a winner-lake-all network <strong>of</strong> spiking neurons implementing a spike-timing-<br />

dependent plasticity rule could be understood in terms <strong>of</strong> a hierarchical generative model which<br />

discovered the causes <strong>of</strong> its input.<br />

Research has also made progress in accommodating the probabilistic framework at a neuronal<br />

processing level, describing how simple spiking neuron responses and population codes can<br />

represent probability di.stributions and implement inference (Pouget ei al. 2003, Zemel et al.<br />

2004, Deneve 2008a,b, Ma et al. 2006, Wu and Amari 2001). A recent outstanding publication<br />

(Soltani and Wang 2010) demonstrated how neuronal synaptic computations could underlie<br />

probabilistic inference by integrating information from individual cues. The model, validated on<br />

data from an experiment on a monkey performing a categorization task, showed how synapses,<br />

based on reward-dependent plasticity, naturally encode the posterior probability over different<br />

causes given the presentation <strong>of</strong> specific cues.<br />

Our understanding <strong>of</strong> the psychophysics <strong>of</strong> action and perception has also strongly benefited<br />

from Bayesian inference approaches. These have provided a unifying framework to model the<br />

psychophysics <strong>of</strong> object perception (Kerslen et al, 2004, Knill and Richards 1996. Yuille and<br />

Kersten 2006), resolving its complexities and ambiguities by probabilistic integration <strong>of</strong> prior<br />

object knowledge with image features. Interestingly, visual illusions, which are typically inter­<br />

preted as errors <strong>of</strong> some imprecise neural mechanism, can in fact be seen as the optima! adap­<br />

tation <strong>of</strong> a perceptual system obeying rules <strong>of</strong> Bayesian inference (Geisler and Kcrsten 2002).<br />

Similarly, Weiss and Adelson (1998) presented a Bayesian model <strong>of</strong> motion perception which<br />

predicted a wide range <strong>of</strong> psychophysical results, including a set <strong>of</strong> complex visual illusions, by<br />

73

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