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On reduction of theories

Erkenntnis 22 (1-3):119 - 142 (1985)

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  1. Reduction: Some criteria and criticisms of the structuralist concept.Hans Rott - 1987 - Erkenntnis 27 (2):231 - 256.
    Inter-theoretical reduction has always been a major topic in the structuralist philosophy of science. This paper reviews criteria of adequacy which were put forward by Adams, Sneed, Stegmuller, Mayr, Pearce, Kamlah, and Mormann. The criteria are formalized in a simplified structuralist model, and the logical relations between them are investigated. It turns out that various parts of these criteria are incompatible.
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  • Structuralist reduction concepts as structure-preserving maps.Thomas Mormann - 1988 - Synthese 77 (2):215 - 250.
    The aim of this paper is to characterize the various structuralist reduction concepts as structure-preserving maps in a succinct and unifying way. To begin with, some important intuitive adequacy conditions are discussed that a good (structuralist) reduction concept should satisfy. Having reconstructed these intuitive conditions in the structuralist framework, it turns out that they divide into two mutually incompatible sets of requirements. Accordingly there exist (at least) two essentially different types of structuralist reduction concepts: the first type stresses the existence (...)
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  • An analysis of intertheoretical connections in the interdisciplinary field.Steve Hendra - 2020 - Dissertation, Ludwig Maximilians Universität, München
    Background: Interdisciplinarity is one of the current trends in the scientific world today, that began with the uneasiness about the loss of the unity of science. This trend also opens possibilities for explaining complex phenomena more comprehensively and creating more advanced applications and implementations of scientific theories. One of the biggest challenges to conducting interdisciplinary research is theoretical integration, how can we combine theories from various disciplines such that the combination is fruitful? Method: This dissertation attempts to answer this challenge (...)
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  • A static theory of reference in science.W. Balzer, B. Lauth & G. Zoubek - 1989 - Synthese 79 (3):319 - 360.
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