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About:
Theorems about polynomials
An Entity of Type:
Concept
,
from Named Graph:
http://dbpedia.org
,
within Data Space:
dbpedia.org
Property
Value
dbo:
wikiPageID
65736811
(xsd:integer)
dbo:
wikiPageRevisionID
986583230
(xsd:integer)
rdf:
type
skos
:Concept
rdfs:
label
Theorems about polynomials
(en)
skos:
broader
dbc
:Polynomials
dbc
:Theorems_in_algebra
skos:
prefLabel
Theorems about polynomials
(en)
prov:
wasDerivedFrom
wikipedia-en
:Category:Theorems_about_polynomials?oldid=986583230&ns=14
is
dbo:
wikiPageWikiLink
of
dbr
:Binomial_theorem
dbr
:Descartes'_rule_of_signs
dbr
:Gauss–Lucas_theorem
dbr
:Fundamental_theorem_of_algebra
dbr
:Gauss's_lemma_(polynomials)
dbr
:Multinomial_theorem
dbr
:Equioscillation_theorem
dbr
:Bernstein's_theorem_(polynomials)
dbr
:Sturm's_theorem
dbr
:Complex_conjugate_root_theorem
dbr
:Kharitonov's_theorem
dbr
:Mason–Stothers_theorem
dbr
:Grace–Walsh–Szegő_theorem
dbr
:Hilbert's_irreducibility_theorem
dbr
:Polynomial_remainder_theorem
dbr
:Rational_root_theorem
dbr
:Abel–Ruffini_theorem
dbr
:Lagrange's_theorem_(number_theory)
dbr
:Cohn's_theorem
dbr
:Eilenberg–Niven_theorem
dbr
:Schwartz–Zippel_lemma
dbr
:Marden's_theorem
dbr
:Factor_theorem
dbr
:Routh–Hurwitz_theorem
dbr
:Multi-homogeneous_Bézout_theorem
is
dcterms:
subject
of
dbr
:Binomial_theorem
dbr
:Descartes'_rule_of_signs
dbr
:Gauss–Lucas_theorem
dbr
:Fundamental_theorem_of_algebra
dbr
:Gauss's_lemma_(polynomials)
dbr
:Multinomial_theorem
dbr
:Equioscillation_theorem
dbr
:Bernstein's_theorem_(polynomials)
dbr
:Sturm's_theorem
dbr
:Complex_conjugate_root_theorem
dbr
:Kharitonov's_theorem
dbr
:Mason–Stothers_theorem
dbr
:Grace–Walsh–Szegő_theorem
dbr
:Hilbert's_irreducibility_theorem
dbr
:Polynomial_remainder_theorem
dbr
:Rational_root_theorem
dbr
:Abel–Ruffini_theorem
dbr
:Lagrange's_theorem_(number_theory)
dbr
:Cohn's_theorem
dbr
:Eilenberg–Niven_theorem
dbr
:Schwartz–Zippel_lemma
dbr
:Marden's_theorem
dbr
:Factor_theorem
dbr
:Routh–Hurwitz_theorem
dbr
:Multi-homogeneous_Bézout_theorem
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