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  1. Claire A. Hill, The Rationality of Preference Construction (and the Irrationality of Rational Choice).
    Economists typically assume that preferences are fixed-that people know what they like and how much they like it relative to all other things, and that this rank-ordering is stable over time. But this assumption has never been accepted by any other discipline. Economists are increasingly having difficulty arguing that the assumption is true enough to generate useful predictions and explanations. Indeed, law and economics scholars increasingly acknowledge that preferences are constructed, and that the law itself can help construct preferences. Still, (...)
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  2. Claire Hill (2012). Tracking the Logos. Axiomathes 22 (1):91-108.
    Anna-TeresaTymieniecka writes of a “dynamic skeleton for future fusions of sense” rising from the seemingly disjointed situation of philosophy and details how her phenomenology of life can put flesh on it. Examined here are her efforts to: uncover the deep-lying intelligibility of life by emphasizing the role of the logos of life in connection with meaning structures developed by Husserl; undertake a critique of phenomenological reason; delineate life’s path, not from cognition in isolation, but from within the fullness of human (...)
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  3. Claire Ortiz Hill (2012). Georg Cantor's Paradise, Metaphysics, and Husserlian Logic. In Lila Haaparanta & Heikki Koskinen (eds.), Categories of Being: Essays on Metaphysics and Logic. Oxford University Press, Usa.
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  4. Claire Ortiz Hill (2010). Husserl on Axiomatization and Arithmetic. In Mirja Hartimo (ed.), Phenomenology and Mathematics. Springer.
  5. Claire Ortiz Hill (2010). On Fundamental Differences Between Dependent and Independent Meanings. Axiomathes 20 (2-3):313-332.
    In “Function and Concept” and “On Concept and Object”, Frege argued that certain differences between dependent and independent meanings were inviolable and “founded deep in the nature of things” but, in those articles, he was not explicit about the actual consequences of violating such differences. However, since by creating a law that permitted one to pass from a concept to its extension, he himself mixed dependent and independent meanings, we are in a position to study some of the actual consequences (...)
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  6. Claire Ortiz Hill (2009). La Mannigfaltigkeitslehre de Husserl. Philosophiques 36 (2):447-465.
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  7. Claire Ortiz Hill (2008). Phenomenology From the Metaphysical Standpoint. Diálogos 43 (91):19-36.
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  8. Claire Ortiz Hill (2004). Abstraction and Idealization in Edmund Husserl and Georg Cantor Prior to 1895. Poznan Studies in the Philosophy of the Sciences and the Humanities 82 (1):217-244.
    Little is known of Edmund Husserl's direct encounter with Georg Cantor's ideas on Platonic idealism and the abstraction of number concepts during the late 19th century, when Husserl's philosophical orientation changed considerably and definitely. Closely analyzing and comparing the two men's writings during that important time in their intellectual careers, I describe the crucial shift in Husserl's views on psychologism and metaphysical idealism as it relates to Cantor's philosophy of arithmetic. I thus establish connections between their ideas which have been (...)
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  9. Claire Ortiz Hill (2004). Reference and Paradox. Synthese 138 (2):207 - 232.
    Evidence is drawn together to connect sources of inconsistency that Frege discerned in his foundations for arithmetic with the origins of the paradox derived by Russell in Basic Laws I and then with antinomies, paradoxes, contradictions, riddles associated with modal and intensional logics. Examined are: Frege's efforts to grasp logical objects; the philosophical arguments that compelled Russell to adopt a description theory of names and a eliminative theory of descriptions; the resurfacing of issues surrounding reference, descriptions, identity, substitutivity, paradox in (...)
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  10. Claire Hill (2002). W. Demopoulos (Ed.), Frege's Philosophy of Mathematics, and W. W. Tait (Ed.), Early Analytic Philosophy, Frege, Russell, Wittgenstein, Essays in Honor of Leonard Linsky. [REVIEW] Synthese 133 (3):441-452.
  11. Claire Ortiz Hill (2002). On Husserl's Mathematical Apprenticeship and Philosophy of Mathematics. Analecta Husserliana 80:78-93.
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  12. Claire Ortiz Hill (2002). Tackling Three of Frege's Problems: Edmund Husserl on Sets and Manifolds. [REVIEW] Axiomathes 13 (1):79-104.
    Edmund Husserl was one of the very first to experience the direct impact of challenging problems in set theory and his phenomenology first began to take shape while he was struggling to solve such problems. Here I study three difficulties associated with Frege's use of sets that Husserl explicitly addressed: reference to non-existent, impossible, imaginary objects; the introduction of extensions; and 'Russell's paradox'.I do so within the context of Husserl's struggle to overcome the shortcomings of set theory and to develop (...)
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  13. Claire Hill (2000). Husserl, Frege and 'the Paradox'. Manuscrito 23 (2).
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  14. Claire Ortiz Hill (1998). From Empirical Psychology to Phenomenology: Edmund Husserl on the 'Brentano Puzzle'. In Roberto Poli (ed.), The Brentano Puzzle. Ashgate.
  15. Claire Ortiz Hill (1997). Did Georg Cantor Influence Edmund Husserl? Synthese 113 (1):145-170.
    Few have entertained the idea that Georg Cantor, the creator of set theory, might have influenced Edmund Husserl, the founder of the phenomenological movement. Yet an exchange of ideas took place between them when Cantor was at the height of his creative powers and Husserl in the throes of an intellectual struggle during which his ideas were particularly malleable and changed considerably and definitively. Here their writings are examined to show how Husserl's and Cantor's ideas overlapped and crisscrossed in the (...)
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  16. Claire Ortiz Hill (1997). The Varied Sorrows of Logical Abstraction. Axiomathes 8 (1):53-82.
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  17. Claire Oritz Hill (1994). Frege's Attack on Husserl and Cantor. The Monist 77 (3):345-357.
  18. Claire Ortiz Hill (1994). Frege's Attack on Husserl and Cantor. The Monist 77 (3):345 - 357.
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  19. Claire Hill (1986). Logic and the Objectivity of Knowledge, A Study in Husserl's Early Philosophy. Review of Metaphysics 39 (4):790-792.
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  20. Claire Hill (1985). Husserl and Frege. Review of Metaphysics 38 (4):894-896.
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  21. Claire Hill (1984). Husserl and Intentionality. Review of Metaphysics 38 (1):143-144.