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About

I am currently a postdoc affiliated with HASLabUniversity of Minho, working with Luís Barbosa. Until January 2016 I was also affiliated with DistrinetKU Leuven, working mainly with Danny Hughes and Dave Clarke. My work is mainly on coordination of distributed components, often associated to the Reo coordination language, and on formal approaches to software product line engineering. More recently I have been working with binding and component models for embedded devices in the context of the LooCI middleware and micro PnP.

I graduated in University of Minho, Portugal, for a 5 year degree in Mathematics and Computer Science. I studied abroad for 6 months as an Erasmus student in Bristol University, UK. I defended my PhD in Leiden University in May 2011, for my work carried in CWI, Amsterdam, in the group for Foundations of Software Engineering.

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Publications

2020

ARx: Reactive Programming for Synchronous Connectors

Authors
Proença, J; Cledou, G;

Publication
Lecture Notes in Computer Science - Coordination Models and Languages

Abstract

2019

Taming Hierarchical Connectors

Authors
Proença, J; Madeira, A;

Publication
Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics)

Abstract
Building and maintaining complex systems requires good software engineering practices, including code modularity and reuse. The same applies in the context of coordination of complex component-based systems. This paper investigates how to verify properties of complex coordination patterns built hierarchically, i.e., built from composing blocks that are in turn built from smaller blocks. Most existing approaches to verify properties flatten these hierarchical models before the verification process, losing the hierarchical structure. We propose an approach to verify hierarchical models using containers as actions; more concretely, containers interacting with their neighbours. We present a dynamic modal logic tailored for hierarchical connectors, using Reo and Petri Nets to illustrate our approach. We realise our approach via a prototype implementation available online to verify hierarchical Reo connectors, encoding connectors and formulas into mCRL2 specifications and formulas. © 2019, IFIP International Federation for Information Processing.

2018

Teaching how to program using automated assessment and functional glossy games (experience report)

Authors
Almeida, JB; Cunha, A; Macedo, N; Pacheco, H; Proenca, J;

Publication
Proceedings of the ACM on Programming Languages

Abstract

2018

ReoLive: Analysing Connectors in Your Browser

Authors
Cruz, R; Proença, J;

Publication
Software Technologies: Applications and Foundations - STAF 2018 Collocated Workshops, Toulouse, France, June 25-29, 2018, Revised Selected Papers

Abstract

2017

A Refinement Relation for Families of Timed Automata

Authors
Cledou, G; Proenca, J; Barbosa, LS;

Publication
Formal Methods: Foundations and Applications - 20th Brazilian Symposium, SBMF 2017, Recife, Brazil, November 29 - December 1, 2017, Proceedings

Abstract
Software Product Lines (SPLs) are families of systems that share a high number of common assets while differing in others. In component-based systems, components themselves can be SPLs, i.e., each component can be seen as a family of variations, with different interfaces and functionalities, typically parameterized by a set of features and a feature model that specifies the valid combinations of features. This paper explores how to safely replace such families of components with more refined ones. We propose a notion of refinement for Interface Featured Timed Automata (IFTA), a formalism to model families of timed automata with support for multi-action transitions. We separate the notion of IFTA refinement into behavioral and variability refinement, i.e., the refinement of the underlying timed automata and feature model. Furthermore, we define behavioral refinement for the semantic level, i.e., transition systems, as an alternating simulation between systems, and lift this definition to IFTA refinement. We illustrate this notion with examples throughout the text and show that refinement is a pre-order and compositional. © Springer International Publishing AG 2017.