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1
Differential-algebraic equations: Analysis and numerical solution
EMS
Kunkel P.
,
Mehrmann V.
differential
algebraic
equations
solution
ẋ
equation
matrix
rank
linear
theorem
methods
initial
method
fμ
numerical
strangeness
systems
function
ẋ1
nonsingular
ẋ2
values
functions
coefficients
x̃
defined
ϕ
nonlinear
xπ
consider
â
solutions
canonical
unique
corresponding
f̂1
consistent
boundary
pointwise
sufficiently
exists
characteristic
ordinary
tˆj
yields
analysis
step
f̂2
lemma
c̃
Year:
2006
Language:
english
File:
PDF, 1.62 MB
Your tags:
0
/
0
english, 2006
2
Differential-Algebraic Equations: Analysis and Numerical Solution (EMS Textbooks in Mathematics)
European Mathematical Society
Peter Kunkel
,
Volker Mehrmann
differential
algebraic
equations
solution
ẋ
equation
matrix
rank
linear
theorem
methods
initial
method
fμ
numerical
strangeness
systems
function
ẋ1
nonsingular
ẋ2
values
functions
coefficients
x̃
defined
ϕ
nonlinear
xπ
consider
â
solutions
canonical
unique
corresponding
f̂1
consistent
boundary
pointwise
sufficiently
exists
characteristic
ordinary
tˆj
yields
analysis
step
f̂2
lemma
c̃
Year:
2006
Language:
english
File:
PDF, 2.43 MB
Your tags:
0
/
5.0
english, 2006
3
Identification and estimation for models described by differential-algebraic equations
de Gruyter
Gerdin Markus
equations
noise
linear
models
systems
variables
ẋ
discussed
identifiability
parameters
theorem
estimation
modeling
matrix
function
stochastic
nonlinear
solution
equation
ẋ1
identification
initial
differential
parameter
identifiable
consider
input
thesis
locally
component
derivatives
examine
rank
observability
algebraic
discrete
filter
output
values
unknown
particle
method
sdae
methods
f̂2
matrices
zero
internal
kunkel
components
Year:
2006
Language:
english
File:
PDF, 1.56 MB
Your tags:
0
/
0
english, 2006
4
Discrete differential geometry
Faculty of Mathematics, Kyushu University
Tim Hoffmann
discrete
γk
hoffmann
lecture
vertex
definition
δγ
curvature
isothermic
geometry
edge
möbius
map
surfaces
lemma
fxy
γ1
γ̃
parameterized
tangent
ratio
vector
darboux
differential
remark
theorem
flow
edges
curves
parallel
f̂
vectors
γ1̄
surface
osculating
δγ1̄
circles
equation
find
first
sphere
ŝ
γ̇
transform
δγk
f̂1
f̂2
x̂
complex
plane
Year:
2009
Language:
english
File:
PDF, 2.14 MB
Your tags:
0
/
0
english, 2009
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