PrintForm Definitions Lemmas hol arithmetic 4 Sections HOLlib Doc
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At: mod times

  n:. 0<n  (q,r:. nmod(qn+r;n) = nmod(r;n))

By: RewriteOfThm
Thm* all
Thm* (n:hnum. implies
Thm* (n:hnum. (lt(0,n)
Thm* (n:hnum. ,all
Thm* (n:hnum. ,(q:hnum. all
Thm* (n:hnum. ,(q:hnum. (r:hnum. equal(mod(add(mult(q,n),r),n),mod(r,n))))))
(SimpsetC [`hol_to_nuprl`;`bequal`])


Generated subgoals:

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About:
assertnatural_numberaddmultiplyless_thanapplyequalimpliesall
IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html

PrintForm Definitions Lemmas hol arithmetic 4 Sections HOLlib Doc