Bio-Inspired Modeling of Cognitive Tasks: Second by José Mira, José R. Álvarez

By José Mira, José R. Álvarez

The two-volume set LNCS 4527 and LNCS 4528 constitutes the refereed lawsuits of the second one overseas Work-Conference at the interaction among ordinary and synthetic Computation, IWINAC 2007, held in los angeles Manga del Mar Menor, Spain in June 2007.The 126 revised papers provided are thematically divided into volumes; the 1st contains the entire contributions ordinarily comparable with theoretical, conceptual and methodological features linking AI and data engineering with neurophysiology, clinics and cognition. the second one quantity comprises all of the contributions hooked up with biologically encouraged equipment and strategies for fixing AI and information engineering difficulties in several software domain names.

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G. g. [29]). But the problem of the computational unit at these scales remains open [30]. Computational units are assigned to supracellular scales, too. Based on ideas intimately related to the decomposability principle underlying the algorithmic approach, the principle of the modular organization of the brain has been formulated. According to this principle, the nervous system is composed of ‘building blocks’ of repetitive structures. g. [31,32,33]). Referring to and based on these works, the spectacular Blue Brain Project was started very recently.

But we have in mind not only all the systems conceived by modern mathematics, but also artificial formal systems that allow the amplification of natural logical functioning not only for calculation but also for life in general. , in axiomatic systems). But the problem would be not so much in the abstract conception of formal systems that integrally simulate the functional logic of the mind, as in the integral knowledge of the natural logic Neural Networks and Quantum Neurology 17 of the mind that we should simulate.

Cq } (with cj = 0, . . 25 −1 the alphabet symbols) to M = {m1 , . . , mq } though K = {k1 , . . , kq } by using the addition cj = mj ⊕kj mod 32. The reliability of this simple cryptographic system is guaranteed as long as the key K is randomly generated and not used more than once. The problem is then when Alice and Bob, who are far apart, run out of keys. How to generate new keys overcoming the presence of eavesdroppers?. 1 Secure Quantum Private Key Distribution One possibility is to use entangled pairs [13]).

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