Abbreviation for introducing a problem statement












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$begingroup$


I'm not entirely sure this is an adequate question on this site since it's not a mathematical but rather a language-related one, but I've been wondering about this for a while. I'm sure we all agree that when presenting a mathematical proof, one should first clearly state the statement to be shown.



In German, one uses the conventional notation is "z.z.:" to indicate that the problem statement begins, which is short for "zu zeigen" = "to be shown". It's a useful little abbreviation and I was wondering if anything similar exists in conventional mathematical notation in English, since I haven't come across anything like it yet.










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  • $begingroup$
    Not that I can think of, not in widespread use.
    $endgroup$
    – kimchi lover
    Jan 31 at 16:46










  • $begingroup$
    Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
    $endgroup$
    – Robert Soupe
    Jan 31 at 19:43


















2












$begingroup$


I'm not entirely sure this is an adequate question on this site since it's not a mathematical but rather a language-related one, but I've been wondering about this for a while. I'm sure we all agree that when presenting a mathematical proof, one should first clearly state the statement to be shown.



In German, one uses the conventional notation is "z.z.:" to indicate that the problem statement begins, which is short for "zu zeigen" = "to be shown". It's a useful little abbreviation and I was wondering if anything similar exists in conventional mathematical notation in English, since I haven't come across anything like it yet.










share|cite|improve this question











$endgroup$












  • $begingroup$
    Not that I can think of, not in widespread use.
    $endgroup$
    – kimchi lover
    Jan 31 at 16:46










  • $begingroup$
    Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
    $endgroup$
    – Robert Soupe
    Jan 31 at 19:43
















2












2








2





$begingroup$


I'm not entirely sure this is an adequate question on this site since it's not a mathematical but rather a language-related one, but I've been wondering about this for a while. I'm sure we all agree that when presenting a mathematical proof, one should first clearly state the statement to be shown.



In German, one uses the conventional notation is "z.z.:" to indicate that the problem statement begins, which is short for "zu zeigen" = "to be shown". It's a useful little abbreviation and I was wondering if anything similar exists in conventional mathematical notation in English, since I haven't come across anything like it yet.










share|cite|improve this question











$endgroup$




I'm not entirely sure this is an adequate question on this site since it's not a mathematical but rather a language-related one, but I've been wondering about this for a while. I'm sure we all agree that when presenting a mathematical proof, one should first clearly state the statement to be shown.



In German, one uses the conventional notation is "z.z.:" to indicate that the problem statement begins, which is short for "zu zeigen" = "to be shown". It's a useful little abbreviation and I was wondering if anything similar exists in conventional mathematical notation in English, since I haven't come across anything like it yet.







notation terminology






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share|cite|improve this question













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edited Feb 4 at 9:34







Cyclone

















asked Jan 31 at 16:34









CycloneCyclone

1,306717




1,306717












  • $begingroup$
    Not that I can think of, not in widespread use.
    $endgroup$
    – kimchi lover
    Jan 31 at 16:46










  • $begingroup$
    Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
    $endgroup$
    – Robert Soupe
    Jan 31 at 19:43




















  • $begingroup$
    Not that I can think of, not in widespread use.
    $endgroup$
    – kimchi lover
    Jan 31 at 16:46










  • $begingroup$
    Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
    $endgroup$
    – Robert Soupe
    Jan 31 at 19:43


















$begingroup$
Not that I can think of, not in widespread use.
$endgroup$
– kimchi lover
Jan 31 at 16:46




$begingroup$
Not that I can think of, not in widespread use.
$endgroup$
– kimchi lover
Jan 31 at 16:46












$begingroup$
Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
$endgroup$
– Robert Soupe
Jan 31 at 19:43






$begingroup$
Why not just say something like "I will demonstrate that" or "We will demonstrate that"?
$endgroup$
– Robert Soupe
Jan 31 at 19:43












1 Answer
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$begingroup$

There is wts for want to show and nts for need to show, but they are not as common as zz in German and perhaps even more informal.



They both appear in this Wikipedia entry on mathematical jargon.






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    1 Answer
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    $begingroup$

    There is wts for want to show and nts for need to show, but they are not as common as zz in German and perhaps even more informal.



    They both appear in this Wikipedia entry on mathematical jargon.






    share|cite|improve this answer









    $endgroup$


















      1












      $begingroup$

      There is wts for want to show and nts for need to show, but they are not as common as zz in German and perhaps even more informal.



      They both appear in this Wikipedia entry on mathematical jargon.






      share|cite|improve this answer









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        1





        $begingroup$

        There is wts for want to show and nts for need to show, but they are not as common as zz in German and perhaps even more informal.



        They both appear in this Wikipedia entry on mathematical jargon.






        share|cite|improve this answer









        $endgroup$



        There is wts for want to show and nts for need to show, but they are not as common as zz in German and perhaps even more informal.



        They both appear in this Wikipedia entry on mathematical jargon.







        share|cite|improve this answer












        share|cite|improve this answer



        share|cite|improve this answer










        answered Jan 31 at 19:25









        ffffforallffffforall

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