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zadetkov: 72
1.
  • Objective consequentialism ... Objective consequentialism and the plurality of chances
    Wroński, Leszek Synthese (Dordrecht), 12/2021, Letnik: 198, Številka: 12
    Journal Article
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    I claim that objective consequentialism (OC) faces a problem stemming from the existence in some situations of a plurality of chances relevant to the outcomes of an agent’s acts. I suggest that this ...
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2.
  • On the Growing Universe of ... On the Growing Universe of Causal Set Theory—An Order-Type Approach
    Placek, Tomasz; Wroński, Leszek Foundations of physics, 06/2024, Letnik: 54, Številka: 3
    Journal Article
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    We investigate a model of becoming—classical sequential growth (CSG)—that has been proposed within the framework of causal sets (causets), with the latter defined as order types of certain partial ...
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5.
  • What chance-credence norms ... What chance-credence norms should be
    Wroński, Leszek; Gyenis, Zalán; Cocchiaro, Mariangela Zoe Synthese (Dordrecht), 12/2022, Letnik: 200, Številka: 6
    Journal Article
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    We show a somewhat surprising result concerning the relationship between the Principal Principle and its allegedly generalized form. Then, we formulate a few desiderata concerning chance-credence ...
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7.
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8.
  • On a conjecture by San Pedro On a conjecture by San Pedro
    Wroński, Leszek European journal for philosophy of science, 10/2014, Letnik: 4, Številka: 3
    Journal Article
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    In a recent paper in this Journal Iñaki San Pedro put forward a conjecture regarding the relationship between no-conspiracy and parameter independence in EPR scenarios; namely, that violation of the ...
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9.
  • Completion of the Causal Co... Completion of the Causal Completability Problem
    Marczyk, Michał; Wroński, Leszek The British journal for the philosophy of science, 06/2015, Letnik: 66, Številka: 2
    Journal Article
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    We give a few results concerning the notions of causal completability and causal closedness of classical probability spaces (Hofer-Szabó et al. 1999; Gyenis and Rédei 2004). We prove that (i) any ...
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10.
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zadetkov: 72

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