Adam Bowden, M.S.
Instructor

  • Faculty
Mathematics
Contact
Website
Office
Binnion Hall 310
Related Department

Education

  • M.S., Computer Science, Texas A&M University-Commerce, 2019
  • M.S., Mathematics, Texas A&M University-Commerce, 2014
  • B.S., Computer Science, Texas A&M University-Commerce, 2012
  • A.S., Computer Science, Paris Junior College, 2010

Academic Positions

  • Instructor, Texas A&M University-Commerce, 2015-present
  • Ad Interim Instructor, Texas A&M University-Commerce, 2014-2015
  • Adjunct Instructor, Paris Junior College, 2014-2015
  • Graduate Assistant-Teaching, Texas A&M University-Commerce, 2012-2014

Publications

  • (In Review) Bowden, A., Sirakov, N.M. Poisson Gradient Vector Fields Features to Enhance Image Classification. J Computational and Applied Math (2022)
  • Bowden, A., Sirakov, N.M. Active Contour Directed by the Poisson Gradient Vector Field and Edge Tracking. J Math Imaging Vis (2021). https://doi.org/10.1007/s10851-021-01017-3
  • Bowden, A. & Sirakov, N. M. (2015). Applications of the Euler – Lagrange Poisson Active Contour in Vector Fields, Overcoming Noise, and Line Integrals. Differential Equations and Dynamical Systems – Series B.
  • Bowden, A., Todorov, M. D., & Sirakov, N. M. (2014). Implementation of the Euler-Lagrange and Poisson Equations to Extract One Connected Region. AIP Conference Proceedings, 1629(1), 400-407.
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