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Towards a Primitive Higher Order Calculus of Broadcasting Systems

机译:面向广播系统的原始高阶微积分

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Ethernet-style broadcast is a pervasive style of computer communication. In this style, the medium is a single nameless channel. Previous work on modelling such systems proposed a first order process calculus called CBS. In this paper, we propose a fundamentally different calculus called HOBS. Compared to CBS, HOBS 1) is higher order rather than first order, 2) supports dynamic subsystem encapsulation rather than static, and 3) does not require an "underlying language" to be Turing-complete. Moving to a higher order calculus is key to increasing the expressivity of the primitive calculus and alleviating the need for an underlying language. The move, however, raises the need for significantly more machinery to establish the basic properties of the new calculus. This paper develops the basic theory for HOBS and presents two example programs that illustrate programming in this language. The key technical underpinning is an adaptation of Howe's method to HOBS to prove that bisimulation is a congruence. From this result, HOBS is shown to embed the lazy λ-calculus.
机译:以太网方式的广播是计算机通信的普遍方式。在这种样式中,媒体是单个无名渠道。对此类系统进行建模的先前工作提出了称为CBS的一阶过程演算。在本文中,我们提出了一种根本不同的演算,称为HOBS。与CBS相比,HOBS 1)更高而不是一阶; 2)支持动态子系统封装而不是静态; 3)不需要“底层语言”即可成为图灵完备的。转向更高阶微积分是提高原始微积分表达能力和减轻对底层语言的需求的关键。然而,此举引起了对建立新微积分基本特性的更多机械的需求。本文开发了HOBS的基本理论,并提供了两个示例程序来说明使用该语言进行编程。关键的技术基础是Howe方法对HOBS的改编,以证明双仿真是全等的。从该结果可以看出,HOBS嵌入了惰性λ微积分。

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