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1
Observability and Mathematics
CRC
Boris Khots
mathematics
probability
equality
observability
random
theorem
fluid
observers
belong
equations
equation
rot
assume
consider
proved
variables
vector
corollary
function
classic
depends
mechanics
depend
derivatives
matrix
navier
stokes
gradp
khots
volume
divv
differentiable
partial
flux
functions
momentum
equalities
euler
motion
ω26
ω39
δ2
ω29
arithmetic
incompressible
vectors
δ3
observer’s
analysis
continuity
Year:
2021
Language:
english
File:
PDF, 2.96 MB
Your tags:
0
/
4.5
english, 2021
2
Observability and Mathematics: Fluid Mechanics, Solutions of Navier-Stokes Equations, and Modeling (Advances in Applied Mathematics)
Chapman and Hall/CRC
Boris Khots
mathematics
probability
equality
observability
random
theorem
fluid
observers
belong
equations
equation
rot
assume
consider
proved
variables
vector
corollary
function
classic
depends
mechanics
depend
derivatives
matrix
navier
stokes
gradp
khots
volume
divv
differentiable
partial
flux
functions
momentum
equalities
euler
motion
ω26
ω39
δ2
ω29
arithmetic
incompressible
vectors
δ3
observer’s
analysis
continuity
Year:
2021
Language:
english
File:
PDF, 2.97 MB
Your tags:
0
/
5.0
english, 2021
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