Index
A
availability
B
B-G-W model
in random environment
non-homogenous (in varying environment)
with r types of objects
positive regular
singular
with controlled multiplication
with immigration
with spatial spread
Bellman-Harris model
birth and death process
linear
Blackwell’s renewal theorem
Borel-Cantelli Lemma
branching
Markov process
process
branching model
age-dependent
general
size-dependent
C
central limit theorem
Chapman-Kolmogorov equation
communication channel model
convergence
almost sure
in distribution
in mean
in probability
of martingales
convolution
counter model
Crump-Mode-Jagers-Ryan model
D
directly Riemann integrable function
discrete-time Ehrenfest model
history
macroscopic
microscopic
E
elementary renewal theorem
extinction
probability
time
F
Feller-Arley process
G
genealogy models
H
haploid models
hitting time
I-K
key renewal theorem
Kolmogorov equation
backward
forward
L
law
of heredity
of large numbers
Levy process
Lloyd model
M
maintainability
Markov
chain
embedded
ergodic
stationary (invariant)
stationary (invariant) distribution
model
for storage
in genetics
in reliability
process
stationary (invariant) distribution
property
strong
renewal
equation
function
renewal process
martingale
square integrable
model
with several genotypes and mutations
with several genotypes and without mutations
with two genotypes and mutations
with two genotypes and without mutations
Moivre-Laplace theorem
Moran model
N
Newton’s law of cooling
O
optimal stopping
classical problem of
model
rule
P
Poisson process
population
critical
subcritical
supercritical
problem
of buying (selling)
of control in finite-horizon
of default and replacement
of risk
of ruin
of the best choice
of the first depletion
of the secretary
pure birth process
linear
pure death process
Q
queueing system
R
random walk
regenerative process
reliability
renewal
equation
process
alternated
counting function of
delayed
with rewards
replacement models
reservoir model
reward (gain) function
risk insurance model
S
semi-Markov
kernel
process
regular
transition function
sequence of r.v.
stochastic Fibonacci model
stopping
sequence
time
T
transition function
U
urn model
Y
Yule-Furry-McKendrick process