Electronic Thesis/Dissertation
Polya Urn Models with Nonconstant Additions Open Access
In this thesis, the discrete urn model with alternating Polya matrices is considered. A Central Limit Theorem is conjectured, and it is demonstrated using a detailed Maple simulation. Maple simulation also throws light on certain closely related problems with other alternating criteria. Some known results and methodologies in urn models are also discussed.
- License
Notice to Authors
If you are the author of this work and you have any questions about the information on this page, please use the Contact form to get in touch with us.
Relationships
Items
| Thumbnail | Title | Date Uploaded | Visibility | Actions |
|---|---|---|---|---|
|
|
Xu_gwu_0075M_11984.pdf | 2018-01-16 | Open Access |
|