By Paul Smolensky,Michael C. Mozer,David E. Rumelhart
Mathematical versions of neural networks exhibit an awesome richness and variety. Neural networks should be officially modeled as computational structures, as actual or dynamical platforms, and as statistical analyzers. inside of each one of those 3 vast views, there are many specific ways. for every of sixteen specific mathematical views on neural networks, the contributing authors supply introductions to the history arithmetic, and tackle questions such as:
* precisely what mathematical structures are used to version neural networks from the given perspective?
* What formal questions on neural networks can then be addressed?
* What are common effects that may be bought? and
* What are the exceptional open problems?
a particular function of this quantity is that for every point of view provided in a single of the contributed chapters, the 1st editor has supplied a reasonably special precis of the formal effects and the considered necessary mathematical suggestions. those summaries are offered in 4 chapters that tie jointly the sixteen contributed chapters: 3 enhance a coherent view of the 3 normal views -- computational, dynamical, and statistical; the opposite assembles those 3 views right into a unified assessment of the neural networks field.
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