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Formalization of linear space theory in the higher-order logic proving system

机译:高阶逻辑证明系统中线性空间理论的形式化

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Theorem proving is an important approach in formal verification. Higher-order logic is a form of predicate logic that is distinguished from first-order logic by additional quantifiers and stronger semantics. Higher-order logic is more expressive. This paper presents the formalization of the linear space theory in HOL4. A set of properties is characterized in HOL4. This result is used to build the underpinnings for the application of higher-order logic in a wider spectrum of engineering applications.
机译:定理证明是形式验证的重要方法。高阶逻辑是谓词逻辑的一种形式,通过附加的量词和更强的语义与一阶逻辑区分开。高阶逻辑更具表现力。本文介绍了HOL4中线性空间理论的形式化。一组属性在HOL4中进行了表征。该结果用于为更广泛的工程应用中的高阶逻辑应用奠定基础。

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