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Modeling of emotion elicitation conditions for a cognitive-emotive architecture

机译:认知情感建筑的情感阐释条件建模

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To cater to the need of embodying emotional behavior in an autonomous agent, there is a need for modeling computationally apt definitions of emotions. A number of emotion theories have been developed that provide an understanding of human psychology and their emotional behaviors, but it is difficult to directly decipher a theory into a computational model of emotion. Nevertheless, these theories together can serve as the theoretical foundation for designing a model for emotion-eliciting conditions. In this study, the salient features of OCC, Scherer, and Roseman theories of emotions are identified, which complement each other. The features are unified and standardized to bring consistency in deriving the computationally apt definition of five emotions viz. Happiness/Joy, Sadness, Fear, Anger, and Surprise. The objective of this hybridization is to set a ground framework for appraising the emotion-triggering cues (e.g., an event) for a simple, flexible and tolerant computational model of emotions. The underlying emotion-eliciting processes are designed using Fuzzy Logic. Fuzzy rules are framed to model the conditions behind emotion elicitation. Furthermore, the ISEAR data set and the real test-case scenarios are used to validate the accuracy of emotion prediction and rule fulfillment respectively. (C) 2018 Elsevier B.V. All rights reserved.
机译:为了迎合在自主代理中体现情绪行为的需要,需要建模计算的情绪定义。已经开发了许多情感理论,这提供了对人类心理学及其情感行为的理解,但很难将理论解读为情绪计算模型。然而,这些理论在一起可以作为设计情绪引发条件模型的理论基础。在这项研究中,鉴定了OCC,Scherer和Roseman和Roseman理论的突出特征,彼此相得益彰。该特征是统一和标准化的,以带来一致性的衍生五种情绪viz的定义。幸福/快乐,悲伤,恐惧,愤怒和惊喜。这种杂交的目的是设定用于评估情绪触发线索(例如,事件)的地面框架,以实现简单,灵活,宽容的情绪计算模型。潜在的情感引出过程使用模糊逻辑设计。模糊规则被框架模拟情绪引出背后的条件。此外,使用ISEAR数据集和实际测试案例方案分别用于验证情绪预测和规则履行的准确性。 (c)2018年elestvier b.v.保留所有权利。

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