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What is Transitive and Intransitive Dimensions

Encyclopedia of Information Science and Technology, Second Edition
The intransitive dimension in the philosophy of science corresponds roughly to ontology, and the transitive dimension corresponds roughly to epistemology. Intransitive objects exist and act independently of our knowledge of them (except when we use our knowledge to intervene (see www.raggedclaws.com/criticalrealism ).
Published in Chapter:
Critical Realism as an Underlying Philosophy for IS Research
Philip J. Dobson (Edith Cowan University, Australia)
DOI: 10.4018/978-1-60566-026-4.ch131
Abstract
Many recent articles from within the information systems (IS) arena present an old-fashioned view of realism. For example, Iivari, Hirschheim, and Klein (1998) saw classical realism as seeing “data as describing objective facts, information systems as consisting of technological structures (‘hardware’), human beings as subject to causal laws (determinism), and organizations as relatively stable structures” (p. 172). Wilson (1999) saw the realist perspective as relying on “the availability of a set of formal constraints which have the characteristics of abstractness, generality, invariance across contexts.” Fitzgerald and Howcroft (1998) presented a realist ontology as one of the foundational elements of positivism in discussing the polarity between hard and soft approaches in IS. Realism is placed alongside positivist, objectivist, etic epistemologies and quantitative, confirmatory, deductive, laboratory-focussed and nomothetic methodologies. Such a traditional view of realism is perhaps justified within the IS arena, as it reflects the historical focus of its use, however, there now needs to be a greater recognition of the newer forms of realism—forms of realism that specifically address all of the positivist leanings emphasised by Fitzgerald and Howcroft (1998). A particular example of this newer form of realism is critical realism. This modern realist approach is primarily founded on the writings of the social sciences philosopher Bhaskar (1978, 1979, 1986, 1989, 1991). The usefulness of such an approach has recently been recognized in the IS arena by Dobson (2001) and Mingers (2002).
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