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Ralucca Gera
Assistant Professor
Department of Applied Mathematics
Graduate School of Engineering and Applied Sciences
Monterey, CA 93943
Phone: 831-656-2206
Email: rgera@nps.edu
Web: www.nps.navy.mil/Faculty/rgera/
EDUCATION:
PhD - Western Michigan University, 2005
MA - Western Michigan University, 2002
BS - Western Michigan University, 2000
NPS EXPERIENCE:
  • 2005-present Assistant Professor
TEACHING INTERESTS:
  • Discrete math courses including combinatorics and graph theory
RESEARCH INTERESTS:
  • Graph Theory
  • Combinatorial applications
AWARDS:
  • Graduate Student Teaching Effectiveness Award, WMU 2004
  • Graduate Research and Creative Scholars Award, WMU 2003
  • Charles H. Butler Excellence in Teaching Award, WMU 2002
  • Graduate Research Award, Arts and Science College, WMU 2001
BOARDS/MEMBERSHIPS:
  • American Mathematical Society
  • Mathematics Association of America
  • Association for Women in Mathematics
  • Phi Beta Kappa
  • Phi Kappa Phi
  • Pi Mu Epsilon National Honorary Mathematics Society
  • Society for Industrial and Applied Mathematics
SELECTED PUBLICATIONS:
  • Gera, Ralucca and Zhang, Ping, Bounds for the F-domination number of a graph, Congr. Numer. 166 (2004), 131--144; MR2122008
  • Gera, Raluca, Saenpholphat, Varaporn and Zhang, Ping, Divisor graphs with triangles, Congr. Numer. 161 (2003), 19--32; MR2050516 (2004m:05224)
  • Gera, Ralucca and Zhang, Ping, On k-geodomination in Cartesian products, Congr. Numer. 158 (2002), 163--178; MR1985156 (2004e:05065)
  • Muntean, Raluca and Zhang, Ping, k-geodomination in graphs, Ars Combin. 63 (2002), 33--47; MR1898213 (2003c:05069)
  • Chartrand, Gary, Muntean, Raluca, Saenpholphat, Varaporn and Zhang, Ping, Which graphs are divisor graphs?, Congr. Numer. 151 (2001), 189--200; MR1887439 (2002m:05172)
  • Delfino, Donatella, Leer, Leanne and Muntean, Raluca, A length inequality for one-dimensional local rings, Comm. Algebra 28 (2000), no. 5, 2555--2564; MR1757481 (2001b:13030)
  • complete list of Publications
KEYWORDS/TECHNOLOGIES:
  • Keywords: graph theory, combinatorics



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