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1
Characterizations of Inner Product Spaces (Operator Theory - Advances and Applications)
Independely Published
Amir
,
Dan Amir
iix
dimensional
subspace
characterizations
lp.s
spaces
convex
linear
orthogonality
yll
figure
lemma
dime
assume
norm
maximal
liy
projection
vll
iixll
product
yll2
strictly
convexity
euclidean
span
banach
normed
bounded
characterization
theorem
hilbert
i.p.s
plane
implies
parallelogram
symmetric
embeds
metric
approximation
parallel
soc
iiv
amer
hyperplane
iiz
immediate
sphere
equality
triangle
年:
1986
语言:
english
文件:
DJVU, 1.98 MB
您的标签:
0
/
0
english, 1986
2
Characterizations of Inner Product Spaces
Birkhäuser Basel
Prof. Dan Amir (auth.)
iix
dimensional
subspace
characterizations
linear
spaces
convex
orthogonality
lp.s
figure
lemma
dime
norm
maximal
i.p.s
liy
vll
yll
iixll
projection
ilx
convexity
product
span
normed
euclidean
assume
bounded
banach
characterization
parallelogram
theorem
hilbert
embeds
hyperplane
implies
approximation
strictly
parallel
nonexpansive
plane
iiv
immediate
symmetrie
amer
assurne
equality
sphere
iiz
soc
年:
1986
语言:
english
文件:
PDF, 10.60 MB
您的标签:
0
/
0
english, 1986
3
Characterizations of Inner Product Spaces
Birkhäuser Basel
Prof. Dan Amir (auth.)
iix
dimensional
subspace
characterizations
linear
spaces
convex
orthogonality
lp.s
figure
lemma
dime
norm
maximal
i.p.s
liy
vll
yll
iixll
projection
ilx
convexity
product
span
normed
euclidean
assume
bounded
banach
characterization
parallelogram
theorem
hilbert
embeds
hyperplane
implies
approximation
strictly
parallel
nonexpansive
plane
iiv
immediate
symmetrie
amer
assurne
equality
sphere
iiz
soc
年:
1986
语言:
english
文件:
PDF, 6.63 MB
您的标签:
0
/
0
english, 1986
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