Category:Definitions/Polynomial Theory
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This category contains definitions related to Polynomial Theory.
Related results can be found in Category:Polynomial Theory.
Polynomial Theory is a branch of abstract algebra which studies polynomials.
Subcategories
This category has the following 44 subcategories, out of 44 total.
C
D
E
F
H
- Definitions/Horner's Rule (3 P)
I
K
L
M
- Definitions/Monomials (14 P)
P
- Definitions/Polynomial Rings (2 P)
Q
R
S
Pages in category "Definitions/Polynomial Theory"
The following 158 pages are in this category, out of 158 total.
A
- Definition:Addition of Multiindices
- Definition:Addition/Multiindices
- Definition:Algebraic Element of Field Extension
- Definition:Algebraic Element of Field Extension/Definition 1
- Definition:Algebraic Element of Field Extension/Definition 2
- Definition:Algebraic Element of Ring Extension
- Definition:Algebraic Field Extension
- Definition:Algebraic over Field
C
- Definition:Characteristic Equation of Matrix
- Definition:Characteristic Polynomial of Matrix
- Definition:Coefficient of Polynomial
- Definition:Coefficient of Polynomial/Polynomial Form
- Definition:Companion Matrix
- Definition:Constant Polynomial
- Definition:Constant Polynomial/Nonconstant
- Definition:Constant Term of Polynomial
- Definition:Content of Polynomial
- Definition:Content of Polynomial/Commutative and Unitary Ring
- Definition:Content of Polynomial/GCD Domain
- Definition:Content of Polynomial/Integer
- Definition:Cubic Polynomial
- Definition:Cyclotomic Polynomial
D
E
F
G
I
L
M
- Definition:Minimal Polynomial
- Definition:Monic Polynomial
- Definition:Monic Polynomial over Field as Sequence
- Definition:Monoid Ring
- Definition:Monomial
- Definition:Monomial of Free Commutative Monoid
- Definition:Multiindex
- Definition:Multiindex Power Notation
- Definition:Multiindex/Modulus
- Definition:Multiplication of Polynomials
- Definition:Multiplication of Polynomials over Field as Sequence
- Definition:Multiplication of Polynomials/Polynomial Forms
- Definition:Multiplication of Polynomials/Sequence
- Definition:Multiplicity (Polynomial)
N
P
- Definition:Polynomial
- Definition:Polynomial Addition
- Definition:Polynomial Addition/Sequence
- Definition:Polynomial Algebra
- Definition:Polynomial Division
- Definition:Polynomial Equation
- Definition:Polynomial Evaluation Homomorphism
- Definition:Polynomial Evaluation Homomorphism/Multiple Indeterminates
- Definition:Polynomial Evaluation Homomorphism/Single Indeterminate
- Definition:Polynomial Form
- Definition:Polynomial Function
- Definition:Polynomial Function/General Definition
- Definition:Polynomial Function/Ring
- Definition:Polynomial Function/Ring/Definition 1
- Definition:Polynomial Function/Ring/Definition 2
- Definition:Polynomial in Ring Element
- Definition:Polynomial in Ring Element/Definition 1
- Definition:Polynomial in Ring Element/Definition 2
- Definition:Polynomial Multiplication
- Definition:Polynomial of Degree Zero
- Definition:Polynomial over Complex Numbers
- Definition:Polynomial over Field
- Definition:Polynomial over Field as Sequence
- Definition:Polynomial over Integral Domain
- Definition:Polynomial over Real Numbers
- Definition:Polynomial over Ring
- Definition:Polynomial over Ring as Function on Free Monoid on Set
- Definition:Polynomial over Ring as Sequence
- Definition:Polynomial over Ring/Multiple Variables
- Definition:Polynomial over Ring/One Variable
- Definition:Polynomial Product
- Definition:Polynomial Ring
- Definition:Polynomial Ring of Sequences
- Definition:Polynomial Ring over Sequences
- Definition:Polynomial Ring/Embedding
- Definition:Polynomial Ring/Indeterminate
- Definition:Polynomial Ring/Monoid Ring on Free Monoid on Set
- Definition:Polynomial Ring/Monoid Ring on Natural Numbers
- Definition:Polynomial Ring/Notation
- Definition:Polynomial Ring/Sequences
- Definition:Polynomial Ring/Universal Property
- Definition:Polynomial Theory
- Definition:Polynomial/Complex Numbers
- Definition:Polynomial/Term
- Definition:Primitive Polynomial (Ring Theory)
- Definition:Primitive Polynomial over Integers
Q
R
- Definition:Rational Function
- Definition:Rational Function/Complex
- Definition:Rational Function/Real
- Definition:Reducible Polynomial
- Definition:Ring of Polynomial Forms
- Definition:Ring of Polynomial Functions
- Definition:Ring of Polynomials
- Definition:Ring of Polynomials in Ring Element
- Definition:Root of Polynomial
- Definition:Ruffini-Horner Method
S
T
- Definition:Term of Polynomial
- Definition:Transcendental
- Definition:Transcendental (Abstract Algebra)
- Definition:Transcendental (Abstract Algebra)/Field Extension
- Definition:Transcendental (Abstract Algebra)/Field Extension/Element
- Definition:Transcendental (Abstract Algebra)/Ring
- Definition:Transcendental over Integral Domain
- Definition:Tschirnhaus Substitution
- Definition:Tschirnhaus Transformation