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'''Neural computation''' is the hypothetical information processing performed by networks of [[neuron]]s. Neural computation is affiliated with the philosophical tradition known as [[Computational
When comparing the three main traditions of the computational theory of mind, as well as the different possible forms of computation in the brain, it is helpful to define what we mean by computation in a general sense. Computation is the processing of vehicles, otherwise known as variables or entities, according to a set of rules. A rule in this sense is simply an instruction for executing a manipulation on the current state of the variable, in order to produce an specified output. In other words, a rule dictates which output to produce given a certain input to the computing system. A computing system is a mechanism whose components must be functionally organized to process the vehicles in accordance with the established set of rules. The types of vehicles processed by a computing system determines which type of computations it performs. Traditionally, in cognitive science there have been two proposed types of computation related to neural activity - [[Digital computer|digital]] and [[Analog computer|analog]], with the vast majority of theoretical work incorporating a digital understanding of cognition. Computing systems which perform digital computation are functionally organized to execute operations on strings of digits with respect to the type and ___location of the digit on the string. It has been argued that neural spike train signaling implements some form of digital computation, since [[Action potential|neural spikes]] may be considered as discrete units or digits, like 0 or 1 - the neuron either fires an action potential or it does not. Accordingly, neural spike trains could be seen as strings of digits. Alternatively, analog computing systems perform manipulations on non-discrete, irreducibly continuous variables, that is, entities which vary continuously as a function of time. These sorts of operations are characterized by systems of differential equations.
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