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1
Quality for All: 4th COST 263 International Workshop on Quality of Future Internet Services, QoFIS 2003, Stockholm, Sweden, October 1-2, 2003. Proceedings
Springer-Verlag Berlin Heidelberg
Markus Fidler (auth.)
,
Gunnar Karlsson
,
Michael I. Smirnov (eds.)
delay
traffic
packet
network
rate
path
wkh
packets
tcp
qos
throughput
bandwidth
node
transmission
flows
networks
flow
probability
scheduling
users
queue
capacity
nodes
algorithm
wireless
analysis
probe
simulation
destination
utilization
congestion
function
naros
maximum
different
provisioning
values
proposed
admission
interference
shaping
routing
parameters
priority
queuing
jitter
traffic
approach
consider
peer
Anno:
2003
Lingua:
english
File:
PDF, 4.49 MB
I tuoi tag:
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/
0
english, 2003
2
Introduction to bimatrices
Hexis
W B Vasantha Kandasamy
,
Florentin Smarandache
,
K Ilanthenral
bimatrix
neutrosophic
linear
bimatrices
bivector
square
spaces
fuzzy
matrices
characteristic
matrix
bioperator
vector
define
defined
dimension
row
symmetric
α1
rectangular
bivalues
rows
α2
ordered
bitransformation
columns
proceed
product
column
dimensional
bideterminant
bivectors
entries
bipolynomial
theorem
addition
prove
smarandache
zero
finite
a12
skew
subbimatrix
reader
x12
a1ij
i1m
illustrate
α1j
a1m
Anno:
2005
Lingua:
english
File:
PDF, 613 KB
I tuoi tag:
0
/
0
english, 2005
3
Introduction to Bimatrices
Hexis
W. B. Vasantha Kandasamy
,
Florentin Smarandache
,
K. Ilanthenral
bimatrix
neutrosophic
linear
bimatrices
bivector
square
spaces
fuzzy
matrices
characteristic
matrix
bioperator
vector
define
defined
dimension
row
symmetric
α1
rectangular
bivalues
rows
α2
ordered
bitransformation
columns
proceed
product
column
dimensional
bideterminant
bivectors
entries
bipolynomial
theorem
addition
prove
smarandache
zero
finite
a12
skew
subbimatrix
reader
x12
a1ij
i1m
illustrate
α1j
a1m
Anno:
2005
Lingua:
english
File:
PDF, 666 KB
I tuoi tag:
0
/
0
english, 2005
4
Метод Хироты и солитонные решения многомерного нелинейного уравнения Шредингера
Борзых А.В.
ϕ
уравнения
шредингера
α6
ϕ2
α5
борзых
решение
хироты
idt
нелинейного
решения
солитонные
уравнение
уравнений
ā
dx2
equation
nonlinear
schrödinger
мерного
мерное
метод
нелинейное
const
dimensional
g2r
inverse
ψ̄
нелинейных
системы
солитонное
aeax
generalization
gϕ
iat
lakshmanan
q̄1
q̄2
α11
α12
α13
α1j
α21
α22
α23
α2j
α7
ψ5
ψ6
Anno:
2000
Lingua:
russian
File:
PDF, 299 KB
I tuoi tag:
0
/
0
russian, 2000
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