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  1. Michael Heller (2011). Infinities in Cosmology. In Michał Heller & W. H. Woodin (eds.), Infinity: New Research Frontiers. Cambridge University Press. 218--229.
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  2. Michael Heller (2011). Part IV. Perspectives on Infinity From Physics and Cosmology : 7. Some Considerations on Infinity in Physics / Carlo Rovelli ; 8. Cosmological Intimations of Infinity / Anthony Aguirre ; 9. Infinity and the Nostalgia of the Stars/ Marco Bersanelli ; 10. Infinities in Cosmology. [REVIEW] In Michał Heller & W. H. Woodin (eds.), Infinity: New Research Frontiers. Cambridge University Press.
  3. Michael Heller, Leszek Pysiak & Wiesław Sasin (2011). Fundamental Problems in the Unification of Physics. Foundations of Physics 41 (5):905-918.
    We discuss the following problems, plaguing the present search for the “final theory”: (1) How to find a mathematical structure rich enough to be suitably approximated by the mathematical structures of general relativity and quantum mechanics? (2) How to reconcile nonlocal phenomena of quantum mechanics with time honored causality and reality postulates? (3) Does the collapse of the wave function contain some hints concerning the future quantum gravity theory? (4) It seems that the final theory cannot avoid the problem of (...)
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  4. Michael Heller (2005). Physics and Philosophy in the 20th Century. Revista Portuguesa de Filosofia 61 (1):73 - 87.
    In the 20th century the infiltration of scientific elements into philosophical currents not only reached its maximum, but also science itself became a "philosophical factor". We look at these processes in physics starting from the fall of mechanistic philosophy. The advent of relativity theory and quantum mechanics has changed physics as science and raised a host of philosophical questions. Traditionally philosophical questions concerning space, time and causality cannot be any longer considered with no help of these theories. Relativistic cosmology and (...)
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  5. Michael Heller (2004). Algebraic Self-Dualityc as the ”Ultimate Explanation”. Foundations of Science 9 (4):369-385.
    Shahn Majids philosophy of physics is critically presented. In his view the postulate that the universe should be self-explaining implies that no fundamental theory of physics is complete unless it is self-dual. Majid shows that bicrossproduct Hopf algebras have this property. His philosophy is compared with other approaches to the ultimate explanation and briefly analyzed.
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  6. Michael Heller (2001). Mathematics-the Language of Physics? In A. Koj & Piotr Sztompka (eds.), Images of the World: Science, Humanities, Art. Jagiellonian University. 75.
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  7. Michael Heller (2000). Cosmological Singularity and the Creation of the Universe. Zygon 35 (3):665-685.
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  8. Peter E. Hodgson, Nigholas T. Saunders, Jeffrey Koperski, Ursula Goodenough Religiopoiesis, Ursula Goodenough, Loyal Rue, David Knight, Philip Clayton, Joseph M. Zycinski & Michael Heller (2000). Think Pieces. Zygon 35 (3-4):716.
     
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  9. Jacques Demaret, Michael Heller & Dominique Lambert (1997). Local and Global Properties of the World. Foundations of Science 2 (1):137-176.
    The essence of the method of physics is inseparably connected with the problem of interplay between local and global properties of the universe. In the present paper we discuss this interplay as it is present in three major departments of contemporary physics: general relativity, quantum mechanics and some attempts at quantizing gravity (especially geometrodynamics and its recent successors in the form of various pregeometry conceptions). It turns out that all big interpretative issues involved in this problem point towards the necessity (...)
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  10. Michael Heller (1997). Essential Tension: Mathematics - Physics - Philosophy. [REVIEW] Foundations of Science 2 (1):39-52.
    The author focuses on the tension "realism - idealism" in the philosophy of mathematics, but he does that from the perspective of a theoretical physicist. It is not only that one's standpoint in the philosophy of mathematics determines our understanding of the effectiveness of mathematics in physics, but also the fact that mathematics is so effective in physical sciences tells us something about the nature of mathematics.
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  11. Michael Heller (1995). Teilhard's Vision of the World and Modern Cosmology. Zygon 30 (1):11-23.
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  12. Piotr Multarzyński & Michael Heller (1990). The Differential and Cone Structures of Spacetime. Foundations of Physics 20 (8):1005-1015.
    We propose to model spacetime by a differential space rather than by a differential manifold. A differential space is the pair (M, C), where M is any set, and C a family of real functions on M, satisfying certain axioms; C is called a differential structure of a corresponding differential space. This concept suitably generalizes the manifold concept. We show that C can be chosen in such a way that it contains all information about the causal structure of spacetime. This (...)
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  13. Michael Heller (1987). The Anthropic Cosmological Principle. Review of Metaphysics 40 (3):564-565.
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  14. Michael Heller (1987). Theology and the Scientific Imagination From the Middle Ages to the Seventeenth Century. Review of Metaphysics 41 (2):385-386.
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  15. Michael Heller (1984). Albert Einstein's Special Relativity. Review of Metaphysics 37 (3):642-643.
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  16. Michael Heller (1984). Skepticism, Justification, and Explanation. Review of Metaphysics 37 (3):618-619.
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  17. Michael Heller (1983). Das Problem des Raumes. Review of Metaphysics 37 (2):402-403.
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  18. Michael Heller (1983). Induction. Review of Metaphysics 37 (2):416-417.
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  19. Michael Heller (1983). The Natural Philosophy of Time. Review of Metaphysics 37 (2):432-434.
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