This is the sixth in a series of papers on an algebra derived from mythology. A hierarchical lineup of sets, functions, relations, and operations is used to model symbolic processes. In this algebra, multiplication is defined as association. This allows the classical laws of association to be modeled with the algebra, leading to a process of sign creation. As an example, cargo cults are analyzed.
Contents
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Requires Authentication UnlicensedSemiosis, mythic algebra, and the laws of associationLicensedAugust 31, 2009
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Requires Authentication UnlicensedPeter Pan's shadow and the relational matrix of the “I”LicensedAugust 31, 2009
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Requires Authentication UnlicensedAn “iconological turn” in literary and cultural studies and the reconstruction of visual cultureLicensedAugust 31, 2009
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Requires Authentication UnlicensedReading signs: Semiotics and depth psychologyLicensedAugust 31, 2009
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Requires Authentication UnlicensedThe images of film and the categories of signs: Peirce and Deleuze on mediaLicensedAugust 31, 2009
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Requires Authentication UnlicensedThe sign universe, Summum Bonum, self-control, and the normative sciences in a Peircean perspective or man ought to contribute to the growth in the concrete reasonablenessLicensedAugust 31, 2009
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Requires Authentication UnlicensedInto the realm of zeroness: Peirce's categories and Vipassana meditationLicensedAugust 31, 2009
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Requires Authentication UnlicensedFuzzy meanings: Exploring meta-theories of communication in advertising researchLicensedAugust 31, 2009
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Requires Authentication UnlicensedVisual syntax in the iconography of Saint NicholasLicensedAugust 31, 2009
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Requires Authentication UnlicensedAdvertising to Canada's official language groups: A comparative critical discourse analysisLicensedAugust 31, 2009