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Amplification factor
(
H
(
θ
)
)
...
Mathematics
Area of mathematics
Analysis
Numerical analysis
Finite difference method
Von Neumann stability analysis
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Words: 46
Articles: 1
For a one-step translation-invariant recurrence, the amplification factor is the multiplier satisfying
u
n
+
1
(
θ
)
=
H
(
θ
)
u
n
(
θ
)
.
(160)
The
Parseval identity
converts the pointwise bound
∣
H
∣
≤
1
into non-growth of the discrete
2
-norm.
Table of contents
46
1
Amplification factor of a two-sided one-step stencil
Amplification factor
18
Ancestors
(7)
Von Neumann stability analysis
Finite difference method
Numerical analysis
Analysis
Area of mathematics
Mathematics
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