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1
Analysis of the Hodge Laplacian on the Heisenberg group
Amer Mathematical Society
Detlef Muller
,
Marco M. Peloso
,
Fulvio Ricci
dθ
λk
πλ
δh
lemma
δk
operators
w0p
forms
decomposition
λp
orthogonal
proposition
invariant
q.e.d
müller
prove
subspaces
scalar
intertwining
ricci
moreover
spaces
ω1
peloso
bounded
hodge
ω2
denote
defined
theorem
maps
r11
riesz
mathematics
spectral
unitary
δ0
assume
implies
acting
multiplier
analysis
bλ
differential
matrix
multipliers
shows
λkh
finite
Year:
2014
Language:
english
File:
PDF, 869 KB
Your tags:
0
/
0
english, 2014
2
Summability theory and its applications
Feyzi Başar
theorem
matrix
spaces
sequences
summability
fuzzy
defined
exists
core
lemma
bounded
convergent
bvp
matrices
αk
define
enk
sets
infinite
corollary
limit
suppose
linear
bnk
spectrum
convergence
başar
dnk
inclusion
statements
absolute
consider
difference
xij
αi
inverse
statistical
whenever
completes
dual
norm
fixed
summable
complex
implies
duals
transformations
converges
bkl
theorems
Year:
2022
Language:
english
File:
PDF, 17.17 MB
Your tags:
0
/
0
english, 2022
3
Concentration at curves for a singularly perturbed Neumann problem in three-dimensional domains
Malchiodi A.
ε2
h22
εy1
εx1
ψj
h11
proposition
εk
cε
hσε
λj
tσε
equation
eigenvalues
solutions
αj
ε1
h12
khσε
αj2
sε
û2
ψj0
ε4
function
2y3
equations
remark
ωε
defined
functions
kuk2hσε
theorem
µα
subsection
βk
estimates
uα
f00
iε00
tα
boundary
eigenfunctions
eigenvalue
k2hσε
εl
χε
kukhσε
neumann
ε3
Language:
english
File:
PDF, 509 KB
Your tags:
0
/
0
english
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