We introduce the νSPI-calculus that strengthens the notion of “perfect symmetric cryptography” of the spi-calculus by taking time into account. This involves defining an operational semantics, defining a control flow analysis (CFA) in the form of a flow logic, and proving semantic correctness. Our first result is that secrecy in the sense of Dolev- Yao can be expressed in terms of the CFA. Our second result is that also non-interference in the sense of Abadi can be expressed in terms of the CFA; unlike Abadi we find the non-interference property to be an extension of the Dolev-Yao property.
Static Analysis for Secrecy and Non-interference in Networks of Processes
BODEI, CHIARA;DEGANO, PIERPAOLO;
2001-01-01
Abstract
We introduce the νSPI-calculus that strengthens the notion of “perfect symmetric cryptography” of the spi-calculus by taking time into account. This involves defining an operational semantics, defining a control flow analysis (CFA) in the form of a flow logic, and proving semantic correctness. Our first result is that secrecy in the sense of Dolev- Yao can be expressed in terms of the CFA. Our second result is that also non-interference in the sense of Abadi can be expressed in terms of the CFA; unlike Abadi we find the non-interference property to be an extension of the Dolev-Yao property.File in questo prodotto:
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