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Type Reconstruction for the Linear \pi-Calculus with Composite Regular Types

Luca Padovani.

We extend the linear {\pi}-calculus with composite regular types in such a way that data containing linear values can be shared among several processes, if there is no overlapping access to such values. We describe a type reconstruction algorithm for the extended type system and discuss some&nbsp;[&hellip;]

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On Sessions and Infinite Data

Paula Severi ; Luca Padovani ; Emilio Tuosto ; Mariangiola Dezani-Ciancaglini.

We define a novel calculus that combines a call-by-name functional core with session-based communication primitives. We develop a typing discipline that guarantees both normalisation of expressions and progress of processes and that uncovers an unexpected interplay between evaluation and&nbsp;[&hellip;]

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