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Calum McNamara

Biographic Data

ID5911992
NAMECalum McNamara
GIVEN NAMESCalum
FAMILY NAMEMcNamara
SIGNATUREMCNAMARA C
AFFILIATIONSUniversity of Michigan
ORCID0000-0003-1032-073X
VERIFIEDYes
TOTAL WORKS3
TOTAL CITATIONS4
WORKS AS AUTHOR3
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2022
LATEST PUBLICATION YEAR2023
H-INDEX1
  • Causal decision theory, context, and determinism

    Open Access•Calum McNamara•ARTICLE•Philosophy and Phenomenological…•2023•Cited by: 1•References: 5

    The classic formulation of causal decision theory (CDT) appeals to counterfactuals. It says that you should aim to choose an option that would have a good outcome, were you to choose it. However, this version of CDT faces trouble if the laws of nature are deterministic. After all, the standard theory of counterfactuals says that, if the laws are deterministic, then if anything—including the choice you make—were different in the present, either th…

  • The punctuated equilibrium of scientific change

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Synthese•2022•Cited by: 1•References: 36

    Our scientific theories, like our cognitive structures in general, consist of propositions linked by evidential, explanatory, probabilistic, and logical connections. Those theoretical webs ‘impinge on the world at their edges,’ subject to a continuing barrage of incoming evidence (Quine 1951, 1953). Our credences in the various elements of those structures change in response to that continuing barrage of evidence, as do the perceived connections …

  • Scientific Theories as Bayesian Nets

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Philosophy of Science•2022•Cited by: 2•References: 40

    We model scientific theories as Bayesian networks. Nodes carry credences and function as abstract representations of propositions within the structure. Directed links carry conditional probabilities and represent connections between those propositions. Updating is Bayesian across the network as a whole. The impact of evidence at one point within a scientific theory can have a very different impact on the network than does evidence of the same str…

  • Scientific Theories as Bayesian Nets

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Philosophy of Science•2022•Cited by: 2•References: 40

    We model scientific theories as Bayesian networks. Nodes carry credences and function as abstract representations of propositions within the structure. Directed links carry conditional probabilities and represent connections between those propositions. Updating is Bayesian across the network as a whole. The impact of evidence at one point within a scientific theory can have a very different impact on the network than does evidence of the same str…

  • Causal decision theory, context, and determinism

    Open Access•Calum McNamara•ARTICLE•Philosophy and Phenomenological…•2023•Cited by: 1•References: 5

    The classic formulation of causal decision theory (CDT) appeals to counterfactuals. It says that you should aim to choose an option that would have a good outcome, were you to choose it. However, this version of CDT faces trouble if the laws of nature are deterministic. After all, the standard theory of counterfactuals says that, if the laws are deterministic, then if anything—including the choice you make—were different in the present, either th…

  • The punctuated equilibrium of scientific change

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Synthese•2022•Cited by: 1•References: 36

    Our scientific theories, like our cognitive structures in general, consist of propositions linked by evidential, explanatory, probabilistic, and logical connections. Those theoretical webs ‘impinge on the world at their edges,’ subject to a continuing barrage of incoming evidence (Quine 1951, 1953). Our credences in the various elements of those structures change in response to that continuing barrage of evidence, as do the perceived connections …

  • The punctuated equilibrium of scientific change

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Synthese•2022•Cited by: 1•References: 36

    Our scientific theories, like our cognitive structures in general, consist of propositions linked by evidential, explanatory, probabilistic, and logical connections. Those theoretical webs ‘impinge on the world at their edges,’ subject to a continuing barrage of incoming evidence (Quine 1951, 1953). Our credences in the various elements of those structures change in response to that continuing barrage of evidence, as do the perceived connections …

  • Scientific Theories as Bayesian Nets

    Open Access•Patrick Grim, Frank Seidl et al.•ARTICLE•Philosophy of Science•2022•Cited by: 2•References: 40

    We model scientific theories as Bayesian networks. Nodes carry credences and function as abstract representations of propositions within the structure. Directed links carry conditional probabilities and represent connections between those propositions. Updating is Bayesian across the network as a whole. The impact of evidence at one point within a scientific theory can have a very different impact on the network than does evidence of the same str…

  • Causal decision theory, context, and determinism

    Open Access•Calum McNamara•ARTICLE•Philosophy and Phenomenological…•2023•Cited by: 1•References: 5

    The classic formulation of causal decision theory (CDT) appeals to counterfactuals. It says that you should aim to choose an option that would have a good outcome, were you to choose it. However, this version of CDT faces trouble if the laws of nature are deterministic. After all, the standard theory of counterfactuals says that, if the laws are deterministic, then if anything—including the choice you make—were different in the present, either th…

Mathematical economics (3 works) · Mathematics (3 works) · Philosophy and History of Science (3 works) · Artificial Intelligence (2 works) · Artificial Intelligence (2 works) · Bayesian Modeling and Causal Inference (2 works) · Bayesian network (2 works) · Bayesian probability (2 works) · Computer Science (2 works) · Conditional probability (2 works)

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