- then the
polynomial that
vanishes exactly on U is a
linearised polynomial. The set of
linearised polynomials over a
given field is
closed under addition...
- In the
theory of
general relativity,
linearized gravity is the
application of
perturbation theory to the
metric tensor that
describes the
geometry of spacetime...
- will not hold in
linearized gravity, that is,
given a
solution of the
linearised Einstein field equations admitting a shear-free null congruence, then...
-
regime is
usually used to talk
about the set of Mach
numbers for
which linearised theory may be used,
where for
example the (air) flow is not chemically...
- I_{y}} and I t {\displaystyle I_{t}} .
Doing so,
allows one to
rewrite the
linearised brightness constancy constraint as, I x u + I y v + I t = 0. {\displaystyle...
- "supersonic regime"
usually refers to the set of Mach
numbers for
which linearised theory may be used; for example,
where the (air) flow is not chemically...
- the
antenna is removed, the
oscillator moves up in frequency. To
partly linearise the
pitch field, the
antenna may be
wired in
series with an
inductor to...
- dynamics, Airy wave
theory (often
referred to as
linear wave theory)
gives a
linearised description of the
propagation of
gravity waves on the
surface of a homogeneous...
-
terms of streamfunctions,
using the
horizontal momentum equation of the
linearised Euler equations for the perturbations, ∂ u ′ ∂ t = − 1 ρ ∂ p ′ ∂ x {\displaystyle...
-
integration (abbreviated as REMI) is a
technique for
integrating DNA (
linearised plasmid) into the
genome sites that have been
generated by the same restriction...
