(1) Institute of Mathematics, Chinese Academy of Sciences, 100080 Beijing, China;(2) Department of Computer Science and Technology, Tsinghua University, 100084 Beijing, China
Abstract:
A modal logical language and its Kripke semantics and Aumann semantics are introduced. A complete formal deduction system is established to describe reasoning about knowledge in multi-agent systems involving different languages, and an institution of logics for multi-agent systems is constructed.