(New page: Show that Phi_n(x) is reducible if n is not prime.)
 
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Show that Phi_n(x) is reducible if n is not prime.
 
Show that Phi_n(x) is reducible if n is not prime.
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For this one I modified the corollary for Eisenstein's Criterion to show that n divides all of the coefficients.

Revision as of 06:03, 13 November 2008

Show that Phi_n(x) is reducible if n is not prime.


For this one I modified the corollary for Eisenstein's Criterion to show that n divides all of the coefficients.

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Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett