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Our place in the universe

In John Leslie (ed.), Modern Cosmology & Philosophy. Prometheus Books. pp. 311--318 (1998)

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  1. Computational and Biological Analogies for Understanding Fine-Tuned Parameters in Physics.Clément Vidal - 2010 - Foundations of Science 15 (4):375 - 393.
    In this philosophical paper, we explore computational and biological analogies to address the fine-tuning problem in cosmology. We first clarify what it means for physical constants or initial conditions to be fine-tuned. We review important distinctions such as the dimensionless and dimensional physical constants, and the classification of constants proposed by Lévy-Leblond. Then we explore how two great analogies, computational and biological, can give new insights into our problem. This paper includes a preliminary study to examine the two analogies. Importantly, (...)
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  • Cogito ergo mundus talis est: On some metaphysical and epistemological aspects of the Anthropic Cosmological Principle.Marko Uršič - 2002 - Acta Analytica 17 (1):53-67.
    This paper deals with one of the basic philosophical questions in modern cosmology: can the so-called Anthropic Principle , considered as an alternative to the classical teleology of creation, be an adequate explanation of the evidence that our universe is fine-tuned for the emergence of life and consciousness. The main problem with this principle is not its presumed teleology, as it is sometimes wrongly supposed, but quite the contrary: its intention to avoid teleological explanations by including the existence of many (...)
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  • Does Species Evolution Follow Scale Laws? First Applications of the Scale Relativity Theory to Fossil and Living-beings.Jean Chaline - 2010 - Foundations of Science 15 (3):279-302.
    We have demonstrated, using the Cantor dust method, that the statistical distribution of appearance and disappearance of rodents species (Arvicolid rodent radiation in Europe) follows power laws strengthening the evidence for a fractal structure set. Self-similar laws have been used as model for the description of a huge number of biological systems. With Nottale we have shown that log-periodic behaviors of acceleration or deceleration can be applied to branching macroevolution, to the time sequences of major evolutionary leaps (global life tree, (...)
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