Publications

  • Cai, Ruiqi (Violet) * and Evan Fisher, Sequence A364685 in The On-Line Encyclopedia of Integer Sequences (2023), published electronically at  https://oeis.org/A364685
  • Fisher, E., Tianman Huang* ’19, Xiaoshi Wang* ’19. Cover times for Markov-generated binary sequences of length two. Rocky Mountain Journal of Mathematics Volume 50, No. 3, (2020) 957–974 (Computer Code/Output: https://sites.lafayette.edu/fishere/files/2019/12/Rmjlink.pdf)
  • Fisher, E. and Shiliang Cui* ’09. Patterns generated by mth-order Markov chains. Statistics and Probability Letters Volume 80, (2010) 1157–1166
  • A Mathematica introduction to simple linear regression. Mathematica in Education and Research Volume 7, No. 1, (1998) 27–30.
  • T. Lee**, M. Minzner**, and E. Fisher: Excursions of a random walk related to the strong law of large numbers. Rocky Mountain Journal of Mathematics Volume 28, No. 2 (1998) 595–606
  • Lee** T., Minzner**, M., and E. Fisher.: The length of an excursion above a linear boundary by a random walk. Statistics and Probability Letters 34 (1997) 397–402.
  • Drucker**, S., Fodor**, I., and E. Fisher: On random walks and levels of the form nα. Rocky Mountain Journal of Mathematics, Volume 26 (1996), 117–134
  • Computer laboratory assignments in a mathematical statistics course. 1992 Proceedings of the Section on Statistical Education of the American Statistical Association, 191–194
  • On the law of the iterated logarithm for martingales. The Annals of Probability Volume 20, No. 2 (1992) 675–680
  • A Skorohod representation and an invariance principle for sums of weighted i.i.d. random variables. The Rocky Mountain Journal of Mathematics Volume 22, No. 1 (1992) 169–179.
  • An upper class law of the iterated logarithm for supermartingales. Sankhya ̄: The Indian Journal of Statistics Volume 48, Series A, Pt. 3 (1986) 267–272.
  • An almost sure invariance principle for random variables in the domain of attraction of a stable law. Zeitschrift fu ̈r Wahrscheinlichkeitstheorie und verwandte Gebiete Volume 67 (1984) 461–171.

(*indicates student co-author, ** indicates REU student co-author)