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  • 'Ockham's razor' - "entities should not be multiplied more than is needed" (in Latin, entia non sunt multiplicanda praeter necessitatem).

    Citizendium, the Citizens' Compendium - Recent changes [en]

  • If the former, they exist "objectively" like natural objects such as water and the Sun; if the latter, they are only mental entities, objects of thought, i.e., what the scholastics called entia rationis.

    Archive 2006-04-01

  • If the former, they exist "objectively" like natural objects such as water and the Sun; if the latter, they are only mental entities, objects of thought, i.e., what the scholastics called entia rationis.

    B16 on Intelligent Design: mathematics

  • In 2005, astronomers at Cardiff University even claimed to have discovered a galaxy made almost entirely of dark matter [ref]. entia non sunt multiplicanda praeter necessitate entities must not be multiplied beyond necessity

    Experiments in Non-Relativistic Modified Newtonian Dynamics (MOND)

  • In 2005, astronomers at Cardiff University even claimed to have discovered a galaxy made almost entirely of dark matter [ref]. entia non sunt multiplicanda praeter necessitate entities must not be multiplied beyond necessity

    Special Post: Noether’s First Theorem – Emmy Noether for Ada Lovelace Day

  • In 2005, astronomers at Cardiff University even claimed to have discovered a galaxy made almost entirely of dark matter [ref]. entia non sunt multiplicanda praeter necessitate entities must not be multiplied beyond necessity

    The Language of Science – it’s “just a theory”

  • Well, the rule isn't entia non sunt multiplicant - it's that entia non sunt multiplicant unnecessarily.

    amuchmoreexotic: Consciousness Esploded!

  • Murtha's Razor entia non sunt multiplicanda praeter necessitatem,

    Murtha On Bush Admin: "Nothing They've Predicted Has Turned Out To Be True"

  • The only one of these that is Logically binding is the original formulation, "entia non sunt multiplicanda praeter necessitatem", which can be expressed in mathematical terms by saying that A+B=C is better than A+D-D+B=C.

    A new value for Minoan 'd'

  • It is clear from reading these works as well as Dietrich's other scientific and philosophical writings in which he established the nature of the metaphysical elements of esse, ens, entia, and quiditas that he concerned himself with what might be called the metaphysical structure of reality.

    Dietrich of Freiberg

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  • Genus name for a eulophid wasp. International rules of nomenclature would not prevent this name from being used as the name for a plant, preferably a new genus of tree!

    September 21, 2009