Marta Kwiatkowska
University of Oxford
435 Papers
3.4K Citations
Marta Kwiatkowska is an academic researcher from University of Oxford. The author has contributed to research in topics: Probabilistic logic & Computer science. The author has an hindex of 67, co-authored 399 publications. Previous affiliations of Marta Kwiatkowska include Microsoft & University of Leicester.
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Papers
Probabilistic Model Checking and Power-Aware Computing
Marta Kwiatkowska,Gethin Norman,David Parker +2 more
- 01 Jan 2005
TL;DR: The applicability of probabilistic model checking, a formal verification technique for the analysis of systems which exhibit stochastic behaviour, to the field of power-aware computing is illustrated with the use of the PRISM tool.
Towards a connector algebra
Marco Autili,Chris Chilton,Paola Inverardi,Marta Kwiatkowska,Massimo Tivoli +4 more
- 18 Oct 2010
TL;DR: A high-level algebra for reasoning about protocol mismatches is formalised, and an example in the domain of instant messaging is used to illustrate how the algebra can characterise the interaction behaviour of a connector for mediating protocols.
Assessing Robustness of Text Classification through Maximal Safe Radius Computation
Emanuele La Malfa,Min Wu,Luca Laurenti,Benjie Wang,Anthony Hartshorn,Marta Kwiatkowska +5 more
- 01 Nov 2020
TL;DR: In this article, the authors focus on robustness of text classification against word substitutions, aiming to provide guarantees that the model prediction does not change if a word is replaced with a plausible alternative, such as a synonym.
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Robustness Quantification for Classification with Gaussian Processes.
Arno Blaas,Luca Laurenti,Andrea Patane,Luca Cardelli,Marta Kwiatkowska,Stephen J. Roberts +5 more
- 28 May 2019
TL;DR: A framework that computes lower and upper bounds of the classification probabilities by over-approximating the exact range with an error bounded by $\epsilon$ and experimental comparison of several approximate inference methods for classification on tasks associated to MNIST and SPAM datasets is provided.
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Expected Reachability-Time Games
TL;DR: This work studies two-player zero-sum games on probabilistic timed automata, showing that the problems are decidable and lie in the complexity class NEXPTIME ∩ co-NexPTIME.