R
rajeev
Member
Hello Everyone...
In the computation of Holding times distribution for the continuous time
markov jump process there is a sequence of sets B's defined, which is a cantor
set and the set containg chain seems to be wrong i.e
B1 > B2 > B3....... is wrong it should be other way round........
and
{To > t} = lim Bn
needs an explanation........there seems to be the usage of density of cantor set..........
The derivation of holding time distribution for inhomogenuos case is
difficult..........if anybody is through with this please explain
In the computation of Holding times distribution for the continuous time
markov jump process there is a sequence of sets B's defined, which is a cantor
set and the set containg chain seems to be wrong i.e
B1 > B2 > B3....... is wrong it should be other way round........
and
{To > t} = lim Bn
needs an explanation........there seems to be the usage of density of cantor set..........
The derivation of holding time distribution for inhomogenuos case is
difficult..........if anybody is through with this please explain