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  1. Inference to the Best Explanation.Peter Lipton - 1991 - New York: Routledge.
    "How do we go about weighing evidence, testing hypotheses and making inferences? According to the model of 'inference to the Best explanation', we work out what to inter from the evidence by thinking about what would actually explain that evidence, and we take the ability of a hypothesis to explain the evidence as a sign that the hypothesis is correct. In inference to the Best Explanation, Peter Lipton gives this important and influential idea the development and assessment it deserves." "The (...)
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  • The Design Inference: Eliminating Chance Through Small Probabilities.William A. Dembski - 1998 - Cambridge University Press.
    The design inference uncovers intelligent causes by isolating their key trademark: specified events of small probability. Just about anything that happens is highly improbable, but when a highly improbable event is also specified undirected natural causes lose their explanatory power. Design inferences can be found in a range of scientific pursuits from forensic science to research into the origins of life to the search for extraterrestrial intelligence. This challenging and provocative 1998 book shows how incomplete undirected causes are for science (...)
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  • Précis of Inference to the Best Explanation, 2 nd Edition.Peter Lipton - 2007 - Philosophy and Phenomenological Research 74 (2):421-423.
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  • Occam’s Razor in science: a case study from biogeography.A. Baker - 2007 - Biology and Philosophy 22 (2):193-215.
  • Inference to the Best Explanation.Peter Lipton - 1991 - London and New York: Routledge.
    How do we go about weighing evidence, testing hypotheses, and making inferences? According to the model of _Inference to the Best Explanation_, we work out what to infer from the evidence by thinking about what would actually explain that evidence, and we take the ability of a hypothesis to explain the evidence as a sign that the hypothesis is correct. In _Inference to the Best Explanation_, Peter Lipton gives this important and influential idea the development and assessment it deserves. The (...)
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  • The Mathematical Principles of Natural Philosophy.Isaac Newton - 2020 - Filozofski Vestnik 41 (3).
    The Mathematical Principles of Natural Philosophy.
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