Publication:
Routes for Roots: A Mapping Shorthand Symbolism with Reference to Nelson Goodman’s Hidden Ars Combinatoria

Issued Date

2017-07-03

Resource Type

Article

ISSN

14645149
01445340

DOI

10.1080/01445340.2016.1266441

Other identifier(s)

2-s2.0-85008400946

Rights

Mahidol University

Rights Holder(s)

SCOPUS

Bibliographic Citation

History and Philosophy of Logic. Vol.38, No.3 (2017), 263-281

Suggested Citation

Gerald Moshammer Routes for Roots: A Mapping Shorthand Symbolism with Reference to Nelson Goodman’s Hidden Ars Combinatoria. History and Philosophy of Logic. Vol.38, No.3 (2017), 263-281. doi:10.1080/01445340.2016.1266441 Retrieved from: https://repository.li.mahidol.ac.th/handle/123456789/41609

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Title

Routes for Roots: A Mapping Shorthand Symbolism with Reference to Nelson Goodman’s Hidden Ars Combinatoria

Author(s)

Gerald Moshammer

Other Contributor(s)

Mahidol University

Abstract

© 2017 Informa UK Limited, trading as Taylor & Francis Group. A shorthand symbolism for the relational mapping of categories (MSS) is introduced and developed on the basis of Nelson Goodman's structural methodology. Through a reconstruction of extensional isomorphism that Goodman introduces as a criterion for definitional accuracy, and a brief reminder of the argument structure behind his ‘new riddle of induction’, Goodman's radical ontological relativism is turned into a protological principle of what I call ‘domain constituting philosophy’. MSS is demonstrated with reference to Goodman's symbol theory, particularly his notion of exemplification, as well as in a final structured comparison of Frege's ‘sense’ with Goodman's straightforward construction of ‘secondary extension’.

Keyword(s)

Arts and Humanities

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URI

https://repository.li.mahidol.ac.th/handle/123456789/41609

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Scopus 2016-2017