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Diffusion approximation of a birth-death process
...
Area of mathematics
Probability and statistics
Probability theory
Markov chain
Continuous-time Markov chain
Birth-death process
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Words: 75
Articles: 2
For unit jumps with birth and death rates
b
(
x
)
,
d
(
x
)
, the Fokker--Planck drift and diffusion in the convention
∂
t
P
=
−
∂
x
(
u
P
)
+
∂
x
2
(
D
P
)
(128)
are
u
=
b
−
d
and
D
=
(
b
+
d
)
/2
.
Table of contents
75
2
Linear noise approximation
Diffusion approximation of a birth-death process
27
Mean drift from a Fokker--Planck equation
Diffusion approximation of a birth-death process
24
Ancestors
(8)
Birth-death process
Continuous-time Markov chain
Markov chain
Probability theory
Probability and statistics
Area of mathematics
Mathematics
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