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1
Geometry and Probability in Banach Spaces
Springer
L. Schwartz
,
P.R. Chernoff
summing
theorem
map
pietsch
banach
gauss
spaces
finite
cotype
lecture
suppose
dimensional
equivalent
probability
radon
maps
reflexive
inequality
cylindrical
linear
hilbert
factorization
compact
consider
topology
convex
subspace
continuous
finitely
implies
nuclear
uniformly
define
norm
superproperty
rademacher
representable
schmidt
infinite
hubert
interval
martingale
pisier
trivial
convexity
moreover
exists
maurey
dual
bounded
年:
1981
语言:
english
文件:
DJVU, 498 KB
您的标签:
0
/
0
english, 1981
2
Geometry and Probability in Banach Spaces
Springer-Verlag Berlin Heidelberg
Laurent Schwartz
,
Paul R. Chernoff (auth.)
summing
theorem
map
pietsch
banach
gauss
spaces
finite
cotype
lecture
suppose
hilbert
dimensional
equivalent
probability
radon
maps
reflexive
inequality
consider
linear
compact
factorization
topology
convex
cylindrical
continuous
finitely
uniformly
subspace
define
nuclear
norm
implies
schmidt
rademacher
representable
superproperty
infinite
interval
martingale
convexity
trivial
pisier
exists
moreover
bounded
dual
maurey
measures
年:
1981
语言:
english
文件:
DJVU, 685 KB
您的标签:
0
/
0
english, 1981
3
Geometry and Probability in Banach Spaces
Springer-Verlag Berlin Heidelberg
Laurent Schwartz
,
Paul R. Chernoff (auth.)
summing
theorem
map
banach
gauss
pietsch
cotype
spaces
suppose
lecture
dimensional
radon
maps
consider
compact
subspace
convex
continuous
nuclear
norm
rademacher
topology
llp
hilbert
implies
schmidt
superproperty
define
moreover
bounded
equivalent
finite
martingale
maurey
dual
measures
representable
converges
convexity
grothendieck
converse
independent
llu
proved
convergence
probability
modulus
convergent
cylindrical
random
年:
1981
语言:
english
文件:
PDF, 1.10 MB
您的标签:
0
/
0
english, 1981
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