first
prev
toc
next
last
Download Citation
Recommend
Mark
Alert
Link
Print
THE FORWARD AND BACKWARD ROTATIONAL DECOMPOSITIONS OF MARKOV CHAINS
Authors:
S. Kalpazidou a;
L. Tzouvaras b
| Affiliations: | a Department of Mathematics, Aristotle University, Thessaloniki, Greece |
| b Polytechnic, Aristotle University, Thessaloniki, Greece |
DOI:
10.1081/SAP-100002018
Publication Frequency:
6 issues per year
Formats available:
HTML
(English)
:
PDF
(English)
Article Requests:
Order Reprints
:
Request Permissions
-
Purchase Article options: (hide options)
-
Sign In
- Online Sample
| purchase type | customer type | online access | payment method | price | |
| Single Article Purchase | Any | 3 days, 1 user, 3 cookies | credit card | US$37.00 |
buy now  add to cart 
|
| Issue Purchase | Any | permanent | credit card | US$405.90 |
buy now remove from cart 
|
View Article:
View Article (PDF)
View Article (HTML)
Abstract
Let Ξ be any irreducible or recurrent finite Markov chain. We prove that the transition probability from one state i to another state j is the difference between forward and backward rotations of the circle.
|
| view references (8) |
|
Bookmark with:
|
CiteULike
Del.icio.us
BibSonomy
Connotea
More bookmarks
