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If x is initially ambiguous between y and z, can one disambiguate x unto y? or is there a semantically and syntactically similar, more idiomatic, expression?

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  • Prefer "towards". But, a better formulation would be "can one disambiguate x so that it refers to y".
    – Graffito
    Oct 28 '15 at 21:41
  • Technically, in most cases one would be disambiguating X and determining whether it does or doesn't refer to Y. Disambiguation is not usually taken to mean coercing the object into a new form, rather it's just removing a disguise, if you will.
    – Hot Licks
    Oct 28 '15 at 22:51
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Let's take an example: "John's green". This could mean "The golf course named after John", "John is new", or "John isn't feeling well". If we say that the context is apprenticeship, then we understand "John's green" to mean "John is new".

Referring to the OP's question (different Lawrence, by the way), one could say that the context of apprenticeship disambiguates the phrase "John's green", specialising it to the meaning "John is new".

Specialise
3. to render special or specific; invest with a special character, function, etc. - dictionary.com

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To my knowledge, "disambiguate" is a grammar term, not a mathematical one. If you are a theoretical mathematician, then I apologize for my lack of knowledge (but I do have mathematics through Dif EQ and Quantum 2). I would use the term "uncertainty," akin to Heisenberg's Uncertainty Principle, where one cannot simultaneously know an electron's location and velocity. The terms "certainty" and its various forms with their corresponding adverbs should solve your problem. Such as: "Initially, there was complete uncertainty in the position of X relative to Y and Z; however, as the function progresses, we see X approaching Y in a predictable fashion."

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  • I was not asking about mathematics.
    – Toothrot
    Oct 29 '15 at 9:53

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