Titlebook: Topics in the General Theory of Structures; E. R. Caianiello,M. A. Aizerman Book 1987 D. Reidel Publishing Company, Dordrecht, Holland 198

analgesic

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Mingle

舊石器

Dynamic Approach to Analysis of Structures Described by Graphs (Foundations of Graph-Dynamics), (solutions of the problem) once initial conditions have been given, or of the search for their general characteristics: asymptotic behaviour, presence or absence of particular solutions (equilibrium conditions, periodical solutions, etc.)

anaerobic

證實(shí)

Structure and Modularity in Self-Organizing Complex Systems,ent, even though the two logical concepts are obviously quite different and indeed even, to some extent, antithetical; one and the some object can be a . and at the same time can be considered an . of a larger set.

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Structure and Modularity in Self-Organizing Complex Systems,on, or an aggregate, all we are actually doing is just giving its synonyms. The concept of set, in other words, is as primitive as the concept of element, even though the two logical concepts are obviously quite different and indeed even, to some extent, antithetical; one and the some object can be

JAUNT

Hierarchy and Modularity in Natural Languages,]. Their origin is tied to the classic neuronic model proposed in 1961 by Caianiello [1]. The generality of such a model, in contrast to the specificity of intelligence, has stimulated a series of researches, which in a very natural way have led to the paradigm that intelligence is a form of organiz

ARENA

Dynamic Approach to Analysis of Structures Described by Graphs (Foundations of Graph-Dynamics),represented by “numerical” functions, which take their values on the whole real axis or on a limited subset of it. In this case the solution of the dynamical problem is a sequence of numbers variable with time, and the aim of the dynamical analysis consists either of the formation of these sequences

易發(fā)怒

做方舟

On Some Analytic Aspects of C-Calculus,ce, this happens in hierarchical classifying, in describing physical phenomena for which the measurements have to be considered valid in ranges rather than in single points and, generally, when some data of the problems are given with tolerances.