Chris Hanusamath

bibtex citations:

6. Ensuring every candidate wins under positional voting
@article{BordaDisordering,
    AUTHOR = {Hanusa, Christopher R. H.},
     TITLE = {Ensuring every candidate wins under positional voting},
      YEAR = {2007},
      NOTE = {submitted}}

5. Queens on a rectangular strip
@article{QRS,
    AUTHOR = {Chaiken, Seth, Christopher R. H. Hanusa, and Thomas Zaslavsky},
     TITLE = {Queens on a rectangular strip},
      YEAR = {2007},
      NOTE = {submitted}}

4. Applying a combinatorial determinant to count weighted cycle systems in a directed graph
@article{ComboDet,
    AUTHOR = {Hanusa, Christopher R. H.},
     TITLE = {Applying a combinatorial determinant to count weighted cycle systems in a directed graph},
      YEAR = {2007},
      NOTE = {submitted}}

3. Pseudo-centrosymmetric matrices, with applications to counting perfect matchings
@article{AltCentroSymm,
    AUTHOR = {Hanusa, Christopher R. H.},
     TITLE = {Pseudo-centrosymmetric matrices, with applications to counting perfect matchings},
   JOURNAL = {Lin. Alg. Appl.},
  FJOURNAL = {Linear Algebra and its Applications},
      YEAR = {2007},
    VOLUME = {427},
     PAGES = {206--217}}

2. A Gessel-Viennot-Type Method for Cycle Systems in a Directed Graph
@article{HamThm,
    AUTHOR = {Hanusa, Christopher R. H.},
     TITLE = {A {G}essel--{V}iennot-type method for cycle systems in a 
              directed graph},
   JOURNAL = {Electron. J. Combin.},
  FJOURNAL = {Electronic Journal of Combinatorics},
    VOLUME = {13},
      YEAR = {2006},
     PAGES = {Research Paper 37, 28 pp. (electronic)}}

1. Generalized Fibonacci Numbers Through Tilings and Markov Chains
@article {tilingchain,
    AUTHOR = {Benjamin, Arthur T. and Hanusa, Christopher R. H. and Su,
              Francis Edward},
     TITLE = {Linear recurrences through tilings and {M}arkov chains},
   JOURNAL = {Util. Math.},
  FJOURNAL = {Utilitas Mathematica},
    VOLUME = {64},
      YEAR = {2003},
     PAGES = {3--17},
      ISSN = {0315-3681},
   MRCLASS = {60C05 (05B45 52A22 52C22 60J10)},
  MRNUMBER = {MR2012531 (2004j:60016)}}

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