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Universality of the μ-Predictor

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The Mathematics of Coordinated Inference

Part of the book series: Developments in Mathematics ((DEVM,volume 33))

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Abstract

In this chapter we show that the scattered-error predictor from Chapter 7 is essentially unique: in many contexts, all predictors that perform as well as the μ-predictor are special cases of the μ-predictor.

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Bibliography

  1. Hardin, C.S.: Universality of the μ-predictor. Fundam. Math. 208, 227–241 (2013)

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  2. Hardin, C.S.: On transitive subrelations of binary relations. J. Symb. Logic 76, 1429–1440 (2010)

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Hardin, C.S., Taylor, A.D. (2013). Universality of the μ-Predictor. In: The Mathematics of Coordinated Inference. Developments in Mathematics, vol 33. Springer, Cham. https://doi.org/10.1007/978-3-319-01333-6_8

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