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1
Nonequilibrium Quantum Transport Physics In Nanosystems: Foundation Of Computational Nonequilibrium Physics In Nanoscience And Nanotechnology
WS
Felix A. Buot
quantum
exp
6.5in
9.75in
spc
swp0002
trim
transport
â
function
physics
nonequilibrium
equation
ghh
matrix
2π
operators
nanosystems
current
ω̆
particle
equations
density
electron
discrete
classical
functions
mω
lattice
bloch
eqs
phys
ξ2
ρia
transform
vector
1ξ
finite
ρ̂
hamiltonian
obtained
voltage
qubit
rtd
mechanics
product
ψu
2̄2
corresponding
defined
Year:
2009
Language:
english
File:
PDF, 5.86 MB
Your tags:
0
/
0
english, 2009
2
Nonequilibrium Quantum Transport Physics in Nanosystems: Foundation of Computational Nonequilibrium Physics in Nanoscience and Nanotechnology
World Scientific Publishing Company
Felix A. Buot
quantum
exp
6.5in
9.75in
spc
swp0002
trim
transport
â
function
physics
nonequilibrium
equation
matrix
ghh
2π
operators
nanosystems
current
ω̆
particle
equations
density
electron
discrete
classical
functions
mω
lattice
bloch
eqs
phys
ξ2
ρia
transform
vector
1ξ
finite
ρ̂
hamiltonian
obtained
voltage
qubit
rtd
mechanics
product
ψu
2̄2
corresponding
defined
Year:
2009
Language:
english
File:
PDF, 6.65 MB
Your tags:
0
/
0
english, 2009
3
Stability of Kam Tori for Nonlinear Schrodinger Equation
Amer Mathematical Society
Hongzi Cong
,
Jianjun Liu
,
Xiaoping Yuan
q̄
theorem
hamiltonian
η̃
inequality
q̂
q̃
ξj
q̄j
πη̃
w̆
estimate
equation
π̃
norm
tori
definition
4δ
ω̆
cong
hongzi
jianjun
xft
xiaoping
yuan
inequalities
n̆
τh
rhigh
τm̃
depending
dj0
lemma
moreover
vector
γ̂
m̃
πη
mathematics
pj0
αβ
β̂
consider
symplectic
field
define
estimates
frequency
nonlinear
partial
Year:
2016
Language:
english
File:
PDF, 625 KB
Your tags:
0
/
0
english, 2016
4
Growing Sheaves on fertile Categories
Jesko Hüttenhain
ϕ
category
morphism
morphisms
ρu
exists
monic
sheaf
limit
assume
functor
σu
limits
diagram
isomorphism
unique
generators
categories
define
defined
generator
monomorphism
presh
presheaf
ιu
λu
σf
cone
maps
sets
denote
uı̄
ρuj
consider
directed
functors
idx
subobjects
ρui
τv
composition
factors
implies
powered
proposition
pullback
sheafification
sheaves
αf
equalizer
Year:
2012
Language:
english
File:
PDF, 304 KB
Your tags:
0
/
0
english, 2012
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