Scientific Language, Misc Edited by Howard Sankey (University of Melbourne)

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  1. Holger Andreas (2010). Semantic Holism in Scientific Language. Philosophy of Science 77 (4):524-543.
    Whether meaning is compositional has been a major issue in linguistics and formal philosophy of language for the last 2 decades. Semantic holism is widely and plausibly considered as an objection to the principle of semantic compositionality therein. It comes as a surprise that the holistic peculiarities of scientific language have been rarely addressed in formal accounts so far, given that semantic holism has its roots in the philosophy of science. For this reason, a model-theoretic approach to semantic holism in (...)
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  2. Jesús P. Zamora Bonilla (2003). Meaning and Testability in the Structuralist Theory of Science. Erkenntnis 59 (1):47 - 76.
    The connection between scientific knowledge and our empirical access to realityis not well explained within the structuralist approach to scientific theories. I arguethat this is due to the use of a semantics not rich enough from the philosophical pointof view. My proposal is to employ Sellars–Brandom's inferential semantics to understand how can scientific terms have empirical content, and Hintikka's game-theoretical semantics to analyse how can theories be empirically tested. The main conclusions are that scientific concepts gain their meaning through `basic (...)
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  3. K. Darling (2002). The Complete Duhemian Underdetermination Argument: Scientific Language and Practice. Studies in History and Philosophy of Science Part A 33 (3):511-533.
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  4. J. K. Derden Jr (1976). Carnap's Definition of 'Analytic Truth' for Scientific Theories. Philosophy of Science 43 (4):506-522.
    In this paper Rudolf Carnap's definition of 'analytic truth' based upon a meaning postulate At, for theoretical predicates of a given scientific theory is subjected to critique. It is argued that this definition is both too exclusive and too inclusive. Assuming that the preceding is correct, At is subjected to further scrutiny to determine how to interpret it and whether, and under what conditions, it need even be true. It is argued that a given At need not be true as (...)
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  5. Kevin Elliott, Ignorance, Uncertainty, and the Development of Scientific Language.
    Robert Proctor has argued that ignorance or non-knowledge can be fruitfully divided into at least three categories: (1) ignorance as native state or starting point; (2) ignorance as lost realm or selective choice; and (3) ignorance as strategic ploy or active construct. This chapter explores Proctor’s second category, ignorance as selective choice. When scientists investigate poorly understood phenomena, they have to make selective choices about what questions to ask, what research strategies and metrics to employ, and what language to use (...)
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  6. Jan Faye, Interpretation in the Natural Sciences.
    Interpretation in science has gained little attention in the past because philosophers of science believed that interpretation belongs to the context of discovery or must be associated with meaning. But scientists often speak about interpretation when they report their findings. Elsewhere I have argue in favour of a pragmatic-rhetorical theory of explanation, and it is in light of this theory that I suggest we can understand interpretation in the natural sciences.
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  7. D. Greimann (2000). The Judgement-Stroke as a Truth-Operator: A New Interpretation of the Logical Form of Sentences in Frege's Scientific Language. Erkenntnis 52 (2):213-238.
    The syntax of Frege's scientific language iscommonly taken to be characterized by two oddities:the representation of the intended illocutionary roleof sentences by a special sign, the judgement-stroke,and the treatment of sentences as a species ofsingular terms. In this paper, an alternative view isdefended. The main theses are: (i) the syntax ofFrege's scientific language aims at an explication ofthe logical form of judgements; (ii) thejudgement-stroke is, therefore, a truth-operator, nota pragmatic operator; (iii) in Frege's first system,` ' expresses that the circumstance (...)
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  8. Ernest H. Hutten (1954). Natural and Scientific Language. Philosophy 29 (108):27 - 43.
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  9. M. K. (2002). The Complete Duhemian Underdetermination Argument: Scientific Language and Practice. Studies in History and Philosophy of Science Part A 33 (3):511-533.
    Current discussion of scientific realism and antirealism often cites Pierre Duhem's argument for the underdetermination of theory choice by evidence. Participants draw on an account of his underdetermination thesis that is familiar, but incomplete. The purpose of this article is to complete the familiar account. I argue that a closer look at Duhem's The aim and structure of physical theory (1914) suggests that the rationale for his underdetermination thesis comes from his philosophy of scientific language. I explore how an understanding (...)
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  10. Steven I. Miller & Marcel Fredericks (1997). Another View of Translation Manuals and the Study of Science. Synthese 113 (2):171-193.
    The article argues for the possibility of translation manuals having an implicit internal structure. This structure is composed of specific methodological assumptions and techniques. Using the (N)-type and (G)-type distinction developed by Fuller for the study of scientific behavior, it is shown that these are incomplete characterizations of translation manuals. A more complete characterization must involve an analysis of how the presence or absence of methodological rules influences the interpretation of specific research questions. It is further argued that while Quine's (...)
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  11. M. Schagrin (1973). Whewell's Theory of Scientific Language. Studies in History and Philosophy of Science Part A 4 (3):231-240.
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  12. Roy A. Sorensen (1997). The Metaphysics of Precision and Scientific Language. Philosophical Perspectives 11:349-374.
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  13. J. Starobinski (1977). Poetic Language and Scientific Language. Diogenes 25 (100):128-145.
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  14. H. Stonert (1964). Languages and Theories Adequate to the Ontology of Scientific Language. Studia Logica 15 (1).
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