Tschirnhaus transformation
polynomial
primitive polynomial
birational geometry
multinomial
quasifield
normal extension
algebrogeometric
Hodge star
fewnomial
transcendental function
polynomic
polynome
polynomialist
separable polynomial
transcendental
binomial
polynomial basis
Kodaira vanishing theorem
Diophantine equation
Sheffer sequence
quadratic form
quantic
catalecticant
concomitant
Hermite polynomial
vanishing ideal
reducible
separable extension
elliptic curve
algebraic integer
projective variety
subresultant
all-one polynomial
monic
representation theory
metageometrician
semisimple
nonpolynomially
nonic
diophantine geometry
first fundamental form
Jacobi polynomial
quasipolynomial
algebraic
Lefschetz fixed-point theorem
Kac-Moody algebra
bidegree
semigroupoid
gerbe
Nullstellensatz
scheme theory
constantive
covariant
catamorphism
coordinate geometry
polynomial function
analytic geometry
Azumaya algebra
Conway polynomial
root system
Conway-Alexander polynomial
analytical geometry
Morse function
Jacobian conjecture
rational function
ultraelliptic
irreducible
cokernel
tropical geometry
polynomially
hyperlinear
Meyer set
semialgebraic
splitting field
minimal polynomial
Schur function
affine
algebraic topology
polyonym
antipalindromic
arithmetic geometry
kernel
Ricci calculus
composition algebra
algebraicize
Buchberger's algorithm
Cartan integer
affine geometry
affine transformation
algebraic geometry
conjugate
Frobenius covariant
reduction
direct system
quasivariety

English words for 'A type of mapping on polynomials that may be defined by means of field theory as the transformation on minimal polynomials implied by a different choice of primitive element.'

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