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About:
http://dbpedia.org/class/yago/WikicatBanachSpaces
An Entity of Type:
Thing
,
from Named Graph:
http://dbpedia.org
,
within Data Space:
dbpedia.org
Property
Value
rdfs:
subClassOf
yago
:Space100028651
owl:
equivalentClass
yago-res
:wikicat_Banach_spaces
is
rdf:
type
of
dbr
:Method_of_continuity
dbr
:Besov_space
dbr
:Birnbaum–Orlicz_space
dbr
:Approximation_property
dbr
:Beurling–Lax_theorem
dbr
:Pettis_integral
dbr
:Riesz–Thorin_theorem
dbr
:Dunford–Pettis_property
dbr
:Dvoretzky's_theorem
dbr
:Infinite-dimensional_Lebesgue_measure
dbr
:Infinite-dimensional_holomorphy
dbr
:Pseudo-monotone_operator
dbr
:Matrix_norm
dbr
:Operator_norm
dbr
:Uniformly_smooth_space
dbr
:Quasi-derivative
dbr
:Ehrling's_lemma
dbr
:Continuous_functions_on_a_compact_Hausdorff_space
dbr
:Milman–Pettis_theorem
dbr
:Strictly_singular_operator
dbr
:Operator_space
dbr
:Opial_property
dbr
:Orlicz–Pettis_theorem
dbr
:Lp_space
dbr
:Bochner_integral
dbr
:Sobolev_space
dbr
:Strongly_measurable_functions
dbr
:Compact_operator
dbr
:Fréchet_derivative
dbr
:Hardy_space
dbr
:Schauder_basis
dbr
:Mazur's_lemma
dbr
:Mazur–Ulam_theorem
dbr
:Banach_space
dbr
:Banach–Alaoglu_theorem
dbr
:Girth_(functional_analysis)
dbr
:Radonifying_function
dbr
:Uniformly_convex_space
dbr
:Tsirelson_space
dbr
:Banach_algebra
dbr
:Banach_bundle_(non-commutative_geometry)
dbr
:Banach–Stone_theorem
dbr
:Browder–Minty_theorem
dbr
:Goldstine_theorem
dbr
:Hanner's_inequalities
dbr
:Aubin–Lions_lemma
dbr
:Interpolation_space
dbr
:Ba_space
dbr
:Biorthogonal_system
dbr
:Eberlein_compactum
dbr
:Eberlein–Šmulian_theorem
dbr
:Modulation_space
dbr
:Asplund_space
dbr
:Auerbach's_lemma
dbr
:B-convex_space
dbr
:BK-space
dbr
:C*-algebra
dbr
:C_space
dbr
:Souček_space
dbr
:Clarkson's_inequalities
dbr
:Fredholm_alternative
dbr
:Fredholm_kernel
dbr
:Grothendieck_space
dbr
:Inner_product_space
dbr
:Bs_space
dbr
:Reflexive_space
dbr
:Lorentz_space
dbr
:Maharam's_theorem
dbr
:Strong_operator_topology
dbr
:Weak_operator_topology
dbr
:Quotient_of_subspace_theorem
dbr
:Polynomially_reflexive_space
dbr
:Normed_vector_space
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