Newbetuts
.
Zero divisors in polynomial rings [duplicate]
abstract-algebra
polynomials
This is
McCoy's theorem
, for which you can find a nice summary and information on in this solution.
Related
Smallest inradius in a triangle
Equivalent definitions of Noetherian topological space
If $a,b,c$ are positive integers,and $\cfrac{a}{b}+\cfrac{b}{c}+\cfrac{c}{a}$ and $\cfrac{b}{a}+\cfrac{c}{b}+\cfrac{a}{c}$ are integers then $a=b=c$
All nested partial sums of a sequence tend to $0$. Is the sequence constant?
Radical/Prime/Maximal ideals under quotient maps
Understanding a proof of Diaconescu's theorem
Contour integral representation of Confluent Hypergeometric Function
Deriving calculation formulas for torsion and curvature
How "bad" can presentation of the trivial group get?
How to tell whether a scheme is reduced from its functor of points?
Bar Mean vs Bracket Mean
When is Quotient Map a Covering Map
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