Languages for intelligent specification systems

F. Golshani, W. T. Scott, P. D. White
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Abstract

By writing specifications as theories of a logic system, the authors use proof theory to ensure that (a) the consequences of theory are properties of the object being specified, and (b) any known property of the object can be proven as a theorem of the theory. They define an extension of first-order logic that deals with events with actions. The resulting logic is a special type of modal logic with a notation similar to that of Hoare-style logics. Specifications are theories of this logic.<>
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用于智能规范系统的语言
通过将规范写成逻辑系统的理论,作者使用证明理论来确保(a)理论的结果是被指定对象的属性,以及(b)对象的任何已知属性都可以被证明为理论的定理。它们定义了一阶逻辑的扩展,用于处理带有动作的事件。得到的逻辑是一种特殊类型的模态逻辑,其符号类似于hoare风格的逻辑。规范是这种逻辑的理论。
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