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  1. Robert J. Baum (1994). Introduction. Professional Ethics, a Multidisciplinary Journal 3 (2):3-4.
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  2. Robert J. Baum (1990). Introduction. Business and Professional Ethics Journal 9 (3/4):3-5.
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  3. Robert J. Baum (1987). Ethical Problems of Professional Planners—Introduction. Business and Professional Ethics Journal 6 (2):3-4.
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  4. Robert J. Baum (1985). Access to Engineering Services. Business and Professional Ethics Journal 4 (3/4):117-135.
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  5. Robert J. Baum (1985). Blindness and Anonymity: A Defense of Pluralism in Refereeing Policy. Proceedings and Addresses of the American Philosophical Association 58 (5):757 - 761.
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  6. Robert J. Baum (1985). Limits on the Power of the Professoriat. Teaching Philosophy 8 (2):153-156.
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  7. Robert J. Baum (1977). Engineering and Ethics. Hastings Center Report 7 (6):14-16.
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  8. Robert J. Baum (1977). VI. Teaching Philosophy of Science in an Interdisciplinary Context. Teaching Philosophy 2 (2):126-130.
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  9. Robert J. Baum (1976). Can Governmental Support of Philosophy of Science Research Be Justified? PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1976:289 - 312.
    This paper examines some of the theoretical and philosophical issues associated with the question of government funding, including the definition of 'philosophy of science research' and the problem of distinguishing between "pure" and "applied" research. Suggestions are provided as to what is necessary in order to construct several different kinds of justification for government support of PS research, but no justifications are worked out in detail. This paper was written to provide background material for an oral presentation on the more (...)
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  10. Robert J. Baum (1973). Philosophy and Mathematics, From Plato to the Present. San Francisco,Freeman, Cooper.
  11. Robert J. Baum (1972). The Instrumentalist and Formalist Elements of Berkeley's Philosophy of Mathematics. Studies in History and Philosophy of Science Part A 3 (2):119-134.
    The main thesis of this paper is that, Contrary to general belief, George berkeley did in fact express a coherent philosophy of mathematics in his major published works. He treated arithmetic and geometry separately and differently, And this paper focuses on his philosophy of arithmetic, Which is shown to be strikingly similar to the 19th and 20th century philosophies of mathematics known as 'formalism' and 'instrumentalism'. A major portion of the paper is devoted to showing how this philosophy of mathematics (...)
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