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TWIN-SUBSET SEMANTIC MODEL FOR INTENTION

机译:孪生子集的意图语义模型

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摘要

Intention, an indispensable cognition attribute of agent, plays an important role in agent's rational behavior. There is a lot of research on formalization of cognitive state that include intentions of the agents in a multi-agent system. These theories are based on normal modal logic, interpret intention as unary normal modal operator in Kripke semantics, and hence suffer from the harmful logical omniscience and side-effect problems. These have not been eliminated satisfactorily as yet. In this paper, we interpret intention as unary non-normal modal operator and introduce novel possible world semantics for intention, called the twin-subset semantics. It describes the intentions of agent in a possible world w with two subsets of W, where W is the set of all possible worlds which an agent can be in, and allows us to embody essential cognitive features of intention and the relations between belief and intention. Compared with classical normal or non-normal modal logics, not only does it avoid the logical omniscience and side-effect problems but also the classical semantics of logical connectives are still valid; and moreover, it improves the true-false subset semantics, which were introduced by us previously, and overcomes its serious drawbacks.
机译:意图是代理人的不可或缺的认知属性,在代理人的合理行为中起着重要作用。关于认知状态的形式化存在很多研究,包括多助理系统中的代理的意图。这些理论基于正常的模态逻辑,将意图解释为克莱波克语义中的一元正常模态运算符,因此遭受有害的逻辑无所作为和副作用问题。这些尚未令人满意地消除。在本文中,我们将意图解释为一元非正常模态运算符,并为意图引入新颖的可能的世界语义,称为双子集语义。它描述了在可能的世界W中的代理的意图,其中两个子集合在其中W是代理人可以进入的所有可能世界的集合,并允许我们体现意图的基本认知特征和信仰与意图之间的关系。与经典正常或非正常模态逻辑相比,它不仅避免了逻辑的不可思议和副作用问题,还避免了逻辑连接的经典语义仍然有效;此外,它提高了我们之前引入的真假子集语义,克服了其严重缺点。

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