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This study introduces a Bayesian framework for evaluating explanatory goodness. It proposes that good explanations minimize complexity cost relative to explanatory gain, using ad hoc hypotheses as examples.

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Area of Science:

  • Philosophy of Science
  • Bayesian Epistemology
  • Scientific Explanation

Background:

  • Current Bayesian accounts primarily focus on confirmation.
  • A quantitative measure of explanatory goodness is lacking.
  • Ad hoc hypotheses present a challenge for evaluating explanations.

Purpose of the Study:

  • To propose a qualitative Bayesian account of explanatory goodness.
  • To introduce a complexity criterion for evaluating explanations.
  • To illustrate the account using ad hoc hypotheses.

Main Methods:

  • Developing a Bayesian framework analogous to incremental confirmation.
  • Defining explanatory goodness based on a complexity criterion (explanatory gain vs. cost).
  • Applying the framework to analyze ad hoc hypotheses.

Main Results:

  • Explanations are deemed good if their complexity reduction (gain) outweighs their introduced complexity (cost).
  • The proposed account offers a qualitative assessment of explanatory power.
  • The framework provides a novel way to analyze ad hoc hypotheses.

Conclusions:

  • The qualitative Bayesian account offers a new perspective on explanatory goodness.
  • The complexity criterion provides a clear metric for evaluating scientific explanations.
  • This framework can be extended to various contexts in scientific reasoning.