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Titlebook: Java and the Java Virtual Machine; Definition, Verifica Robert F. Stärk,Joachim Schmid,Egon Börger Textbook 2001 Springer-Verlag Berlin Hei

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The imperative core Java, of Javae proofs we also list the constraints which are imposed on the syntax of programs and on the types of the constructs appearing in them. In Sect. 3.2 we define the ASM rules for the dynamic semantics of . programs.
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Bytecode type assignmentsecode conditions (Compiler Completeness Theorem 16.5.2 for bytecode type assignments). In the next chapter we will show that for a large class of programs bytecode type assignments can be computed using a fixed point computation.
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Abstract State Machinesr explanation, viewing them as `pseudocode over abstract data’ which comes with a well defined semantics supporting the intuitive understanding. We therefore suggest to skip this chapter and to come back to it only should the need be felt upon further reading.
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Correctness of the compilertween a Java. run and its implementation by a JVM. run. For example, the run of the Java. program is finite if and only if the run of the compiled JVM. program is finite. The correspondence of states to be compared in the two runs will be made explicit by a mapping . ↦ .(.)with the following properties:
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Textbook 2001hen, J. Loeckx, and M. Wirsing. During that seminar, after Egon Borger‘s talk on How to Use Abstract State Machines in Software Engineering, Wolfram Schulte, at the time a research assistant at the University of Ulm, Germany, questioned whether ASMs provide anything special as a scientifically well­
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The JVM, submachineIn this chapter we define the JVM submachine JVM. which can execute compiled Java. programs. We also define a standard compilation scheme for translating Java. programs to JVM. code.
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