Entropy of C(K)-valued operators and some applications [Elektronische Ressource] / von Ingo Steinwart
78 Pages
English

Entropy of C(K)-valued operators and some applications [Elektronische Ressource] / von Ingo Steinwart

Downloading requires you to have access to the YouScribe library
Learn all about the services we offer

Description

ademiscBremenFSeptemryriedricofDiplMathCorgelegthillernivKdesGradesnaturaliumvnataluedRatopateratorsundandErlangungamtapplicationsarDSteinwirerumsrsvevrdemtderaakulttersitiMathematikoInformatiknFerzurfderhcIngoberinrenogebonJenaaturctordohenaksometropEnagGutaconhagterTtlicerteidigungTVRigorosumsdesderhenContentsandtroofductionositionEinleitungPreliminariesgeneralizationsyBasicwnotationsecanfKofptroptropyOpnEnCbversSomeofsomedecasnumlogarithmiccasedecaconsequencesStructuresofitedimensionalensubspacesyumurtherDecompoferatorstropSomeofnotionsaluedypremarkseandcasecotsloyplogarithmiceycasefastdyDualitentropofyolynomialnybersresultsSomeLocalestimatesumbesryofumsemobesrTheTheTheerato

Subjects

Informations

Published by
Published 01 January 2000
Reads 15
Language English

zur
f
der
hc
Ingo

be
r


v
ersit
alued
akult
op
rerum
erators
dem
and
Mathematik


applications
r
D
v
i
der
s
y
s
Informatik
e
Steinw
r
am
t
naturalium
a
r
t
nat
i
orgelegt
o
Rat
n
F
C
at
Erlangung
t
des
und

F
K
riedric
Bremen
hillerniv
of
ar
DiplMath
v
Grades
ademisc
Septem
er
in
ren
o
geb
on
Jena
at
ur
ctor
do
hen
ak
some
trop
En


des

der

T


on
h

T

ag
ag
Gutac

ter
tlic
V

erteidigung

Rigorosums
henum
be
s
r
yo
f
um
s
m
e
o
be
r
s

n

otations








v











En

of



logarithmic



deca













Op

C



deca













case




trop

y
consequences
n



b

ers
Some


some

s

n

um

Preliminaries
osition



y

K





w













of

eca













p


Structures

of

ite

dimensional

subspaces




















and
















Some

notions


Decomp

of
yp
erators
e

and
trop
cot
of
yp

e


alued





case

slo

logarithmic

y























case

fast

d

y


Dualit

Einleitung



en

trop

y

n

duction

b

ers

tro


of
ts
olynomial
ten
y
results























Some











Lo

cal

estimates

of

en

trop

y

n

um

Con

Basic
remarks

f
urther
generalizations







The
The
The

erators
op

t
on
and
En

Inv
in
yo
f
t
e
h

ex

h

ulls


and


y

case

of
C
slo
cal
w
K
logarithmic

deca

v
y
in





en

of



h

estimates

p







optimalit





y









on

y

K
Bibliograph
op
case
applications
of
the
fast

logarithmic
y
d
trop
eca
C
y
alued

rators















En

hapter







erse



















More
case
the
of
trop
p
of
olynomial

deca

y
alued

erators







lo

structure

Banac

spaces

terms

en

y





o

e


















Remarks











con
trop
estimates

v


pro

ed

















v

Carlnequalit
















An
c
in
the
On
v
for
of
of
On

its
The
The
The
en



x
that
TB

only
be
as
En
be
r
s
they
are
be
for
are
be
an
and

be
ha
IT
IT
be
a
h
en
op
erators
Note
that
loss
yw

be
s
r
ma
deca
yt
a
h
t
f
o

The
nsw
can
the
ary
numb
ue
to
Carl
in
e

op
S

k
v
opy
ask

tin
x
en
k
y

Therefore
B
E
F
additionally

as
g


p