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1
Mathematical Physics, Analysis and Geometry - Volume 11
Springer
V. A. Marchenko
,
A. Boutet de Monvel
,
H. McKean (Editors)
αk
κnk
dμ
ξl1
ϕ0
ξl
ϕ
ξ1
ξ0
lemma
dξ
functions
α1
α2
αi
ξm1
t̃
ψv
dμeq
ϕl1
function
rational
matrix
μv
ξσ
orthogonal
poles
theorem
operators
ξm2
iπ
defined
formula
2π
ðnþ
positive
linear
phys
dμv
mclaughlin
proposition
finite
limit
consider
shows
equations
invariant
μeq
corresponding
compact
Year:
2008
Language:
english
File:
PDF, 7.08 MB
Your tags:
0
/
0
english, 2008
2
Asymptotics of Random Matrices and Related Models
American Mathematical Society
Alice Guionnet
λi
μ̂n
theorem
equations
lemma
function
matrices
limit
deduce
bounded
dyson
equation
μeq
first
models
functions
continuous
random
schwinger
probability
matrix
assume
μn
ensembles
expansion
dmn
exists
prove
beta
λ̂
maps
μv
convergence
moments
analytic
δgn
finite
assumption
converges
universality
λj
gaussian
infinity
n̂
zero
implies
satisfies
uniformly
previous
λk
Year:
2019
Language:
english
File:
PDF, 1.20 MB
Your tags:
0
/
0
english, 2019
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