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  1. The Kind ‘Object’.Johan Gamper - 2018 - Philosophia 51 (1):185-188.
    On the recently suggested loophole view of causal closure, nothing in a universe has its cause coming from another universe. It is allowed, though, that something, especially a first thing, can have its cause situated in an interface between universes. However, the possibility of such an interface does not mean that there is any actual interface. In fact, there are several major obstacles to be managed before an interface should be hoped for. One such obstacle, the need for an account (...)
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  • Scientific Ontology.Johan Gamper - 2019 - Axiomathes 29 (2):99-102.
    The modal properties of the principle of the causal closure of the physical have traditionally been said to prevent anything outside the physical world from affecting the physical universe and vice versa. This idea has been shown to be relative to the definition of the principle. A traditional definition prevents the one universe from affecting any other universe, but with a modified definition, e.g., the causal closure of the physical can be consistent with the possibility of one universe affecting the (...)
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  • On a Loophole in Causal Closure.Johan Gamper - 2017 - Philosophia 45 (2):631-636.
    Standard definitions of causal closure focus on where the causes in question are. In this paper, the focus is changed to where they are not. Causal closure is linked to the principle that no cause of another universe causes an event in a particular universe. This view permits the one universe to be affected by the other via an interface. An interface between universes can be seen as a domain that violates the suggested account of causal closure, suggesting a view (...)
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  • Biological Individuals.Robert A. Wilson & Matthew J. Barker - 2024 - Stanford Encyclopedia of Philosophy.
    The impressive variation amongst biological individuals generates many complexities in addressing the simple-sounding question what is a biological individual? A distinction between evolutionary and physiological individuals is useful in thinking about biological individuals, as is attention to the kinds of groups, such as superorganisms and species, that have sometimes been thought of as biological individuals. More fully understanding the conceptual space that biological individuals occupy also involves considering a range of other concepts, such as life, reproduction, and agency. There has (...)
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  • The unreasonable effectiveness of mathematics in the natural sciences.Eugene Wigner - 1960 - Communications in Pure and Applied Mathematics 13:1-14.