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Denotational Semantics
The text describes a denotational semantics for the simple imperative language given by the grammar
P ::= x := e | P1; P2 | if e then P1 else P2 | while e do P.
Each program denotes a function from states to states, in which a state is afunction from variables to values.
(a) Calculate the meaning C[[ x := 1; x := x + 1;]](s0) in approximately the same detail as that of the examples given in the text, where s0 = λv ∈ variables. 0, giving every variable the value 0.
(b) Denotational semantics is sometimes used to justify ways of reasoning about programs. Write a few sentences, referring to your calculation in part (a), explaining why C[[x := 1; x := x + 1;]](s) = C[[x := 2;]](s) for every state s.
a) Assume Ce in Z. Give an algorithm that finds the MSF (minimum spanning forest), show correctness and running time of this algorithm.
All 3 assignments in this unit involve creating and building upon a Customer Relationship Management (CRM) system for a nation-wide logistics company. In assignment 3 we aim to link assignments 1 and 2 together in order to add a rebate processor.
Copy the directory lab5 from the cis18b directory. This is the directory where you will do your work for Module 5 lab. In this directory are some source files that work together to allow the user to multiply 2 integers (yes, the code is a no-brain..
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