Welcome to the Webpage for the

Biomathematics Research Group




     The Biomathematics Research Group consists of 9 graduate faculty members. In addition, 10 faculty members within the department are associate members of the Biomathematics Research Group. Our research group is active in many areas of biomathematics including areas related to epidemiology, medicine, biomechanics, population biology, population genetics, ecology, and physiology.

     In addition to interactions within the group and department, members of the group have associations with faculty at the Texas Tech University Health Sciences Center, The Institute for Environmental and Human Health, and with faculty in other departments of the College of Arts and Sciences, the College of Agriculture, and the College of Engineering. Members also have active collaborations with scientists in the United States and internationally. Many of the research activities are supported through extramural funding from agencies including the National Science Foundation, NASA, and the State of Texas.

     Graduate students participating in the biomathematics program have many opportunities to become involved in research activities of the group. Through course work in biomathematics, applied mathematics, and statistics, participation in interdisciplinary seminars, and presentations given at local and national meetings, graduate students can become an integral part of the biomathematics research community. This graduate training allows students to become active participants at the frontiers of research in biomathematics.



Biomathematics Research Faculty:



I. Primary Members
    Edward J. Allen
      numerical analysis and computational mathematics, population dynamics, stochastic differential and integral equations, mathematical transport theory
    Linda J. S. Allen
      difference, differential, and integrodifference equations, population dynamics, epidemiology, ecology
    Ronald M. Anderson
      porous media, differential equations, computational methods, analysis of agri-data
    Lawrence Schovanec
      solid mechanics, boundary value problems, differential and integral equations, muscle mechanics, bone mechanics, ocular dynamics
    Song Yang
      survival analysis, longitudinal data analysis, regression, correlated data, diagnostic testing, cancer prevention studies, genetic epidemiology



II. Associate Members
    Lance Drager
      global analysis, differential geometry, differential equations, mathematical control theory
    David S. Gilliam
      applied mathematics, linear and nonlinear partial differential equations, inverse problems, distributed parameter control
    Marianna Shubov
      mathematical physics, quantum and acoustical scattering theory, functional analysis
    Victor Shubov
      mathematical physics, nonlinear evolution equations, control of distributed parameter systems, differential geometry
    Harold Dean Victory, Jr.
      linear transport theory, positive linear operators and Banach lattices, numerical analysis of nonlinear transport equations


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Last modified on: Wednesday, 16-May-2002 04:02:18 CST