Graduation Year

2005

Document Type

Open Access Senior Thesis

Degree Name

Bachelor of Science

Department

Mathematics

Reader 1

Henry Krieger

Reader 2

Lesley Ward

Abstract

Let P(ε) = P0 + A(ε) be a stochasticity preserving analytic perturbation of a stochastic matrix P0. We characterize the hybrid Cesaro limit lim 1 N(ε) Pk(ε), ε↓0 N(ε) ∑ where N(ε) ↑ ∞ as ε ↓ 0, when P0 has eigenvalues on the unit circle in the complex plane other than 1.

jmurcko.jpg (5 kB)
Picture of Jason Murcko

jmurcko-2005-prop.pdf (84 kB)
Thesis Proposal

jmurcko-2005-fall-pres-1.pdf (373 kB)
10-Minute Fall Presentation

jmurcko-2005-rev-prob.pdf (78 kB)
Revised Problem Statement

jmurcko-2005-fall-pres-2.pdf (550 kB)
20-Minute Fall Presentation

jmurcko-2005-ann-bib.pdf (37 kB)
Annotated Bibliography

jmurcko-2005-mid-year-rep.pdf (223 kB)
Mid-year Report

jmurcko-2005-proj-pres.pdf (582 kB)
Projects Day Presentation

jmurcko-2005-thesis-poster.pdf (654 kB)
Projects Day Poster

Share

COinS