In abstract algebra, how important is it to draw a distinction between polynomials and polynomial functions?
89397
Do we really need polynomials (In contrast to polynomial functions)?
15914
Prove that any polynomial function is continuous
155444
Show that entire function $f$ is a polynomial of degree at most $n$
63184
symmetric functions vs symmetric polynomials
155642
Understanding divison by monic polynomial in $R[x]$ where $R$ is an arbitrary ring
129646
Defining a function that completes the square given a quadratic polynomial expression
68528
$f(x)=x^n+5x^{n-1}+3$ can't be expressed as the product of two polynomials
121845
Quotient of polynomials, PID but not Euclidean domain?
63149
Notation for functions vs. numbers
89473
Uniqueness of minimal polynomial: $f(x)$ divides $g(x)$
79359
Show that $f$ is a polynomial if it's the uniform limit of polynomais
42923
A Book for abstract Algebra
128998
Relation between real roots of a polynomial and real roots of its derivative
137218
Does there exist a polynomial $f(x)$ with real coefficients such that $f(x)^2$ has fewer nonzero coefficients than $f(x)$?
103340
Show that this entire function is polynomial.
56068
What actually is a polynomial?
745
$F(x)$ versus $F[x]$ where $F$ is a field