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1
Relaxation in Optimization Theory and Variational Calculus
De Gruyter.
Tomáš Roubíček
onvex
ompa
whi
spa
ontinuous
ation
proposition
ontrol
relaxation
theorem
linear
optimal
sequen
ally
measures
solution
mapping
relaxed
ations
bounded
weakly
alled
ause
tions
respe
topology
remark
iple
nite
pvvc
oer
pvc
maximum
ondition
onditions
optimization
subspa
variational
moreover
equation
ted
approximation
erential
lemma
dimensional
norm
tional
equations
original
ontinuity
Anno:
2020
Lingua:
english
File:
PDF, 4.45 MB
I tuoi tag:
0
/
3.0
english, 2020
2
Relaxation in Optimization Theory and Variational Calculus
De Gruyter
Tomáš Roubíček
onvex
ompa
whi
spa
ontinuous
ation
proposition
ontrol
relaxation
theorem
linear
optimal
sequen
ally
measures
solution
mapping
relaxed
ations
bounded
weakly
alled
ause
tions
respe
topology
remark
iple
nite
pvvc
oer
pvc
maximum
ondition
onditions
optimization
subspa
variational
moreover
equation
ted
approximation
erential
lemma
dimensional
norm
tional
equations
original
ontinuity
Anno:
2020
Lingua:
english
File:
PDF, 5.16 MB
I tuoi tag:
0
/
4.0
english, 2020
3
Convexity Properties of Hamiltonian Group Actions
Victor Guillemin
,
Reyer Sjamaar
theorem
whi
map
hamiltonian
spa
onvexity
symple
polytope
tions
onvex
ompa
manifold
orbit
invariant
kähler
interse
groups
lemma
oadjoint
onne
abelian
prove
qed
orbits
kirwan
ted
xed
subgroup
nite
manifolds
ation
moreover
convexity
assume
proje
suppose
eigenvalues
ontained
torus
atiyah
dimensional
hamber
matri
matrix
omplex
exists
respe
produ
stable
stru
Lingua:
english
File:
PDF, 650 KB
I tuoi tag:
0
/
0
english
4
Revisit Log-Convexity of a Ratio of Gamma Functions
Jun Lu
function
strictly
theorem
ψ0
concave
2π
digamma
functions
abramowitz
concludes
convex
convexity
decreasing
define
gamma
inequality
kψ
kψ0
merkle
monotone
ratio
report
technical
arbitrary
bstract
eferences
elektrotehničkog
epfl
evisit
fakulteta
handbook
integer
jun
jun.lu.locky
lausanne
matematika
mathematical
mathematics
milan
milton
onvexity
positive
prove
publikacije
serija
stegun
Anno:
2017
Lingua:
english
File:
PDF, 117 KB
I tuoi tag:
0
/
0
english, 2017
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