Topics in the theory and applications of Markov chains
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Description
The dissertation which follows is concerned with various aspects of behaviour within a set of states, J, of a discrete-time Markov chain, {Xn }, on a denumerable state space, S. A basic assumption with regard to J is that escape from any state of J into S-J may occur in a finite number of steps with positive probability. Since we are concerned only with behaviour within J, we may in general take J = {1,2,3,...} and represent S-J as a single absorbing state {0}. Thus without loss of...[Show more]
Collections | Open Access Theses |
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Date published: | 1968 |
Type: | Thesis (PhD) |
URI: | http://hdl.handle.net/1885/134361 |
DOI: | 10.25911/5d70f337dbc06 |
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b10160577_Seneta_Eugene.pdf | 9.16 MB | Adobe PDF |
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