不同变量数函数的多TP模型转换

P. Baranyi
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引用次数: 1

摘要

认知科学和人工智能中的模型通常基于软计算方法的启发式组合,包括模糊方法、神经网络等。在这些模型之间应用操作通常是困难的,如果不是完全难以处理的话,因为它们通常以不同的数学表示形式给出,或者使用不同的框架,这些框架可能适合也可能不适合它们的统一。TP模型转换是将各种模型表示转换为符合形式化数学设计概念的统一形式的重要方法。本文的新颖之处在于对TP模型转换的一种新的扩展,它能够转换具有不同输入数量的一组模型。这与以前的解决方案形成对比,在以前的解决方案中,要求所有模型具有相同数量的输入是一个很强的限制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi TP model transformation for functions with different numbers of variables
Models in the cognitive sciences and AI are typically based on heuristic combinations of soft computing methods — including fuzzy approaches, neural networks and others. It is often difficult, if not completely intractable to apply operations between such models, as they are usually given in different mathematical representations or using different frameworks that may or may not be suitable for their unification. This paper focuses on the TP model transformation, which plays an important role in transforming various model representations to a unified form that fits well with formalised mathematical design concepts. The novelty of the paper is a new extension of the TP model transformation that is capable of transforming a set of models with a different number of inputs. This is in contrast to previous solutions, in which the requirement for all models to have the same number of inputs was a strong limitation.
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