Results for 'Agata Łukomska'

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  1. From Display to Labelled Proofs for Tense Logics.Agata Ciabattoni, Tim Lyon & Revantha Ramanayake - 2013 - In Sergei Artemov & Anil Nerode (eds.), Logical Foundations of Computer Science (Lecture Notes in Computer Science 7734). Springer. pp. 120 - 139.
    We introduce an effective translation from proofs in the display calculus to proofs in the labelled calculus in the context of tense logics. We identify the labelled calculus proofs in the image of this translation as those built from labelled sequents whose underlying directed graph possesses certain properties. For the basic normal tense logic Kt, the image is shown to be the set of all proofs in the labelled calculus G3Kt.
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  2. Display to Labeled Proofs and Back Again for Tense Logics.Agata Ciabattoni, Tim Lyon, Revantha Ramanayake & Alwen Tiu - 2021 - ACM Transactions on Computational Logic 22 (3):1-31.
    We introduce translations between display calculus proofs and labeled calculus proofs in the context of tense logics. First, we show that every derivation in the display calculus for the minimal tense logic Kt extended with general path axioms can be effectively transformed into a derivation in the corresponding labeled calculus. Concerning the converse translation, we show that for Kt extended with path axioms, every derivation in the corresponding labeled calculus can be put into a special form that is translatable to (...)
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  3. The Void of God, or The Paradox of the Pious Atheism: From Scholem to Derrida.Agata Bielik-Robson - 2020 - European Journal for Philosophy of Religion 12 (2):109-132.
    My essay will take as its point of departure the paragraph from Gershom Scholem’s “Reflections on Jewish Theology,” in which he depicts the modern religious experience as the one of the "void of God" or as "pious atheism". I will first argue that the "void of God" cannot be reduced to atheistic non-belief in the presence of God. Then, I will demonstrate the further development of the Scholemian notion of the ‘pious atheism’ in Derrida, especially in his Lurianic treatment of (...)
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  4. Quantified Propositional Gödel Logics.Matthias Baaz, Agata Ciabattoni & Richard Zach - 2000 - In Voronkov Andrei & Parigot Michel (eds.), Logic for Programming and Automated Reasoning. 7th International Conference, LPAR 2000. Springer. pp. 240-256.
    It is shown that Gqp↑, the quantified propositional Gödel logic based on the truth-value set V↑ = {1 - 1/n : n≥1}∪{1}, is decidable. This result is obtained by reduction to Büchi's theory S1S. An alternative proof based on elimination of quantifiers is also given, which yields both an axiomatization and a characterization of Gqp↑ as the intersection of all finite-valued quantified propositional Gödel logics.
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    The effect of emotions, promotion vs. prevention focus, and feedback on cognitive engagement.Anna Gabińska & Agata Wytykowska - 2015 - Polish Psychological Bulletin 46 (3):350-361.
    The purpose of the study was to explore the role of emotions, promotion-prevention orientation and feedback on cognitive engagement. In the experiment participants had the possibility to engage in a categorization task thrice. After the first categorization all participants were informed that around 75% of their answers were correct. After the second categorization, depending on the experimental condition, participants received feedback either about success or failure. Involvement in the third categorization was depended on participants’ decision whether to take part in (...)
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  6. Obóz Kultury 2.0.Mirosław Filiciak, Alek Tarkowski, Agata Jałosińska, Andrzej Klimczuk, Maciej Rynarzewski, Jacek Seweryn, Stunża M., D. Grzegorz, Marcin Wilkowski & Anna Orlik - 2010 - Fundacja Ortus.
    Obóz Kultury 2.0 Mirosław Filiciak, Alek Tarkowski, Agata Jałosińska, Andrzej Klimczuk, Maciej Rynarzewski, Jacek Seweryn, Stunża M., D. Grzegorz, Marcin Wilkowski & Anna Orlik .
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