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A conjuncture is a statement formed by the joining two or more statements with the word and.

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A conjuncture is a statement formed by the joining two or more statements with the word and.

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In maths, a conjuncture is a theory or statement which is most likely true but not yet proven.

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Conjuncture is basically a joining of objects words or phrases. So to make a conjuncture would be to join things together. In propositional calculus making a conjuncture would mean joining a string of statements together.

Example: given the two statements

IF All A's are letters;

And All letters are are in the alphabet;

then the Conjuncture would be

All A's are in the alphabet.

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Hypothesis, educated guess, conjuncture (usually for math), theory (though not all theories are "guesses")

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Cristian Goldbach, is the man who created the goldbach conjuncture. which states: any even # greater then 2 is equal to the sum of 2 prime numbers. as far as i know this has yet to be proven/disproven. which is suprising because he lived hundreds of years ago. i am currently studying his theory. i feel i am close to disproving it.

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