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Titlebook: Algorithms and Complexity in Mathematics, Epistemology, and Science; Proceedings of 2015 Nicolas Fillion,Robert M. Corless,Ilias S. Kotsir

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Dynamical Symmetries and Model Validation,atural kinds, and turns on comparing the . of a model with those of its target, where dynamical symmetries are interventions on model variables that commute with time evolution. I demonstrate that this method succeeds in testing aspects of model validity for which few other tools exist.
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Der Knigge für das Bankgeschäft+1. This leaves open the question: what accounts for this sizable bias? We provide justification based on a mix of elementary theory and computation. The model we develop moreover accurately predicts crossovers in relative frequencies of certain pairs-of-pairs.
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Ethics and the Continuum Hypothesis,of any kind as a source of evidence. Both are based on reason and something commonly call “intuition.” This is not all. Interestingly, mathematics and ethics both possess similar distinctions between pure and applied. I explore some of the similarities and draw methodological lessons from them. We c
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Backward Error Analysis for Perturbation Methods,w that this viewpoint is quite general and offers several important advantages. Perhaps the most important is that backward error analysis can be used to demonstrate the validity of the solution, however obtained and by whichever method. This includes a nontrivial safeguard against slips, blunders,
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Proof Verification Technology and Elementary Physics,; extremely difficult and complex mathematical theorems have been verified. This paper discusses the prospects of doing something comparable for elementary physics: what it would mean, the challenges that would have to be overcome; and the potential impact, both practical and theoretical.
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