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    If the proposition consisted of a function 'Bald( )' and ... — Carmelics
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    Supports→'The present king of France is bald' expresses a quantificational proposition

    If the proposition consisted of a function 'Bald( )' and an argument indicated by 'The present king of France', there must be an argument that is indicated

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    Related propositions within the same area of thought.
    'The present king of France is bald' expresses a quantificational propositionAppeal to nonexistent kings (such as a present king of France, since France is c...The sentence 'The present king of France is bald' is not meaningless and has imp...

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    The proposition 'the present king of France is bald' can be analyzed a...77%Berkeley's master argument conflates the content of a proposition with...76%There is no present king of France (¬∃x[K(x)])75%R3 can be considered in order to give an argument for H3.74%

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    This extended Frege’s idea that natural language misleads us about the structure of the propositions we assert. Russell went on to apply this hypothesis to what became a famous puzzle. Even though France is currently kingless, ‘The present king of France is bald’ can be used to express a proposition. The sentence is not meaningless; it has implications. So if the proposition consists of a function indicated with ‘\(\textrm{Bald}(\ )\)’ and an argument indicated with ‘The present king of France’,

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