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  1. The Synthetic Significance of Analytic Statements.William Rozeboom - 1977 - Dialogue 16 (3):464-471.
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  • On behavioral theories of reference.William W. Rozeboom - 1979 - Philosophy of Science 46 (2):175-203.
    Efforts to bare the psychonomic nature of the semantic reference (representation) relation have been remarkably scanty; in fact, the only contemporary account developed with any care is the one proposed by Osgood. However, not even Osgood has looked deeply at the difficulties that beset any attempt to analyze reference in terms of common effects appropriately shared by a symbol and its significate.
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  • The logic of ability concepts.Brian D. Haig - 1975 - Educational Philosophy and Theory 7 (2):47–67.
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  • Dispositions revisited.William W. Rozeboom - 1973 - Philosophy of Science 40 (1):59-74.
    Subjunctive conditionals have their uses, but constituting the meaning of dispositional predicates is not one of them. More germane is the analysis of dispositions in terms of "bases"--except that past efforts to maintain an ontic gap between dispositions and their bases, while not wholly misguided, have failed to appreciate the semantic birthright of dispositional concepts as a species of theoretical construct in primitive science.
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  • Self-Ascription of Intention: Responsibility, Obligation and Self-Control.David R. Olson - 2007 - Synthese 159 (2):297 - 314.
    In the late preschool years children acquire a "theory of mind", the ability to ascribe intentional states, including beliefs, desires and intentions, to themselves and others. In this paper I trace how children's ability to ascribe intentions is derived from parental attempts to hold them responsible for their talk and action, that is, the attempt to have their behavior meet a normative standard or rule. Self-control is children's developing ability to take on or accept responsibility, that is, the ability to (...)
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  • The logic of unboundedly reactive systems.William W. Rozeboom - 1978 - Synthese 39 (3):435 - 530.
    Scientific theories often need to envision that a given output variable Y is jointly determined by all input variables of a certain kind ΣX that we can identify onlyas a kind without knowing all its specific instances or even how many of these there are, When the number of variables in ΣX is possibly infinite, the function by which they determine Y proves to be enormously enigmatic, epistemically, mathematically, and scientifically.
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  • Against phenomenal objects.Thomas Natsoulas - 1980 - Journal for the Theory of Social Behaviour 10 (2):97–114.
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