Browse using
OpenLink Faceted Browser
OpenLink Structured Data Editor
LodLive Browser
Formats
RDF:
N-Triples
N3
Turtle
JSON
XML
OData:
Atom
JSON
Microdata:
JSON
HTML
Embedded:
JSON
Turtle
Other:
CSV
JSON-LD
Faceted Browser
Sparql Endpoint
About:
Pseudo-Euclidean space
An Entity of Type:
Thing
,
from Named Graph:
http://dbpedia.org
,
within Data Space:
dbpedia.org
Finite-dimensional real vector space equipped with a nondegenerate quadratic form
Property
Value
dbo:
description
Espacio vectorial real de dimensión finita dotado con una forma cuadrática no degenerada
(es)
finite-dimensional real vector space equipped with a nondegenerate quadratic form
(en)
espaço vetorial de dimensão finita equipado com uma forma quadrática não degenerada
(pt)
dbo:
thumbnail
wiki-commons
:Special:FilePath/DoubleCone.png?width=300
dbo:
wikiPageExternalLink
http://www.encyclopediaofmath.org/index.php/Pseudo-Euclidean_space
https://books.google.com/books%3Fisbn=0486640701
https://www.springer.com/mathematics/algebra/book/978-3-642-30993-9
dbo:
wikiPageWikiLink
dbr
:Walter_Noll
dbr
:Symmetric_bilinear_form
dbr
:Raising_and_lowering_indices
dbr
:Hypersurface
dbr
:Inverse_hyperbolic_function
dbr
:Albert_Einstein
dbr
:Mathematics
dbr
:Standard_basis
dbr
:Definite_quadratic_form
dbr
:Geometry
dbr
:Imaginary_number
dbr
:Dover_Publications
dbr
:Spacetime
dbr
:Square_root
dbr
:Vector_space
dbr
:Connected_space
dbr
:Isotropic_quadratic_form
dbr
:Paravector
dbr
:Angle
dbr
:Euclidean_space
dbr
:Pythagorean_theorem
dbr
:Special_relativity
dbr
:Tensor
dbr
:Theoretical_physics
dbr
:Triangle
dbr
:Binomial_theorem
dbr
:Metric_space
dbr
:Curve
dbr
:Line_segment
dbr
:Clifford_algebra
dbr
:Split-complex_number
dbr
:Orthogonal_complement
dbr
:Springer_Science+Business_Media
dbr
:Arc_length
dbr
:Linear_subspace
dbr
:Parallelogram_law
dbr
:Rapidity
dbr
:Euclidean_vector
dbr
:Line_(geometry)
dbr
:Henri_Poincaré
dbr
:Dot_product
dbr
:Negative_number
dbr
:Dimension_(vector_space)
dbr
:Minkowski_space
dbr
:Euclidean_group
dbr
:Group_(mathematics)
dbr
:Inner_product_space
dbr
:Linear_span
dbr
:Open_set
dbr
:Orthogonality
dbr
:Translation_(geometry)
dbr
:Triangle_inequality
dbr
:Light_cone
dbr
:Pseudo-Riemannian_manifold
dbr
:Poincaré_group
dbr
:Proper_time
dbr
:Encyclopedia_of_Mathematics
dbr
:Lorentz_group
dbr
:Real_coordinate_space
dbr
:Tangent_vector
dbr
:Basis_(linear_algebra)
dbr
:Invariant_(mathematics)
dbr
:Null_vector
dbr
:Unit_sphere
dbr
:Cambridge_University_Press
dbr
:Additive_inverse
dbr
:Rotation_(mathematics)
dbr
:Hyperbolic_angle
dbr
:Hyperbolic_space
dbr
:Affine_subspace
dbr
:Indefinite_orthogonal_group
dbr
:Flat_(geometry)
dbr
:Tensor_calculus
dbr
:Sylvester's_law_of_inertia
dbr
:Affine_geometry
dbr
:Affine_space
dbr
:Hyperboloid_model
dbr
:Quadratic_form
dbr
:Zero_vector_space
dbr
:Two-dimensional_space
dbr
:Orthogonal_basis
dbc
:Lorentzian_manifolds
dbr
:Isotropic_line
dbr
:Quasi-sphere
dbr
:Vector_norm
dbr
:Hyperbolic_plane_(quadratic_forms)
dbr
:Scalar_product
dbr
:Plane_(geometry)
dbr
:American_Mathematical_Monthly
dbr
:Antiparallel_(mathematics)
dbr
:Dimension_(mathematics)
dbr
:Degenerate_form
dbr
:Hyperbolic-orthogonal
dbr
:Hyperbolic_equation
dbr
:Hyperbolic_rotation
dbr
:Collinear
dbr
:Function_restriction
dbr
:Linear_cone
dbr
:Euclidean_tensor
dbr
:Orthocomplementation
dbr
:Covariant_vector
dbr
:Point–vector_distinction
dbr
:Square_root_of_negative_numbers
dbr
:File:DoubleCone.png
dbr
:File:Hyperboloid1.png
dbr
:File:Minkowski_lightcone_lorentztransform.svg
dbp:
wikiPageUsesTemplate
dbt
:Cite_book
dbt
:Langle
dbt
:Rangle
dbt
:Closed-open
dbt
:Null
dbt
:!
dbt
:=
dbt
:Abs
dbt
:Anchor
dbt
:Citation
dbt
:Hsp
dbt
:I_sup
dbt
:Math
dbt
:Mset
dbt
:Reflist
dbt
:Rp
dbt
:Section_link
dbt
:Short_description
dbt
:Sqrt
dct:
subject
dbc
:Lorentzian_manifolds
rdfs:
label
Pseudo-Euclidean space
(en)
Espacio pseudo-euclídeo
(es)
Espace pseudo-euclidien
(fr)
Pseudo-euclidische ruimte
(nl)
Псевдоевклидово пространство
(ru)
Псевдоевклідів простір
(uk)
owl:
sameAs
freebase
:Pseudo-Euclidean space
yago-res
:Pseudo-Euclidean space
wikidata
:Pseudo-Euclidean space
dbpedia-es
:Pseudo-Euclidean space
dbpedia-nl
:Pseudo-Euclidean space
dbpedia-fr
:Pseudo-Euclidean space
dbpedia-ru
:Pseudo-Euclidean space
dbpedia-cv
:Pseudo-Euclidean space
dbpedia-pa
:Pseudo-Euclidean space
dbpedia-uk
:Pseudo-Euclidean space
dbpedia-global
:Pseudo-Euclidean space
prov:
wasDerivedFrom
wikipedia-en
:Pseudo-Euclidean_space?oldid=1300636874&ns=0
foaf:
depiction
wiki-commons
:Special:FilePath/Minkowski_lightcone_lorentztransform.svg
wiki-commons
:Special:FilePath/DoubleCone.png
wiki-commons
:Special:FilePath/Hyperboloid1.png
foaf:
isPrimaryTopicOf
wikipedia-en
:Pseudo-Euclidean_space
is
dbo:
wikiPageRedirects
of
dbr
:Pseudo-Euclidean_vector_space
dbr
:Pseudo-euclidean
dbr
:Pseudo-euclidean_space
dbr
:Pseudoeuclidean_space
is
dbo:
wikiPageWikiLink
of
dbr
:Exterior_algebra
dbr
:Invariant_mass
dbr
:Outline_of_linear_algebra
dbr
:List_of_things_named_after_Euclid
dbr
:Isotropic_quadratic_form
dbr
:Euclidean_space
dbr
:Quaternion
dbr
:Conformal_group
dbr
:Conformal_geometric_algebra
dbr
:Campbell's_theorem_(geometry)
dbr
:Orthogonal_complement
dbr
:Hyperboloid
dbr
:Linear_subspace
dbr
:Complex_spacetime
dbr
:Euclidean_vector
dbr
:Lorentz_force
dbr
:Isometry
dbr
:Cartan–Dieudonné_theorem
dbr
:Minkowski_space
dbr
:Vladimir_Miklyukov
dbr
:Isometry_group
dbr
:Ricci_curvature
dbr
:Orthogonality_(mathematics)
dbr
:Split-octonion
dbr
:Unit_hyperbola
dbr
:Real_coordinate_space
dbr
:Magnitude_(mathematics)
dbr
:History_of_Lorentz_transformations
dbr
:Shape_of_the_universe
dbr
:Null_vector
dbr
:Conformal_Killing_vector_field
dbr
:Rotation_(mathematics)
dbr
:Hyperbolic_angle
dbr
:Killing_vector_field
dbr
:Hyperboloid_model
dbr
:Rotor_(mathematics)
dbr
:Index_of_physics_articles_(P)
dbr
:Universal_geometric_algebra
dbr
:Quasi-sphere
dbr
:Covariant_classical_field_theory
dbr
:Invariant_decomposition
dbr
:Pseudo-Euclidean_vector_space
dbr
:Pseudo-euclidean
dbr
:Pseudo-euclidean_space
dbr
:Pseudoeuclidean_space
is
foaf:
primaryTopic
of
wikipedia-en
:Pseudo-Euclidean_space
This content was extracted from
Wikipedia
and is licensed under the
Creative Commons Attribution-ShareAlike 4.0 International