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.

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