Biography

Dr. Todd Easton

Industrial and Manufacturing Systems Engineering

Kansas State University, USA

Associate Professor

Email: [email protected]


Qualifications

1999 Ph.D., Ind. and Sys. Eng. Georgia Institute of Technology, USA

1994 M.S., Operations Research, Stanford University, USA

1993 B.S., Mathematics, Brigham Young University, USA


Publications (Selected)

  1. Easton, Todd, Jennifer Tryon, and Fabio Vitor. (2024). Two-set inequalities for the binary knapsack polyhedra. Discrete Optimization54, 100859.
  2. Vitor, Fabio, and Todd Easton. (2022). Projected orthogonal vectors in two-dimensional search interior point algorithms for linear programming. Computational Optimization and Applications83(1), 211-246.
  3. Bailey, James P., Todd Easton, and Fabio Vitor.  (2022). Octanary polyhedral branch and bound for integer programs. International Journal of Operational Research43(4), 451-478.
  4. Easton, Todd. (2021, November). Online versus in person student learning outcomes. In 2021 ASEE Midwest Section Conference.
  5. Vitor, Fabio, and Todd Easton. (2021). Approximate and exact merging of knapsack constraints with cover inequalities. Optimization70(2), 437-460.
  6. Easton, Todd, and Sarah Newell.  (2019). Are daily fantasy sports gambling?. Journal of Sports Analytics5(1), 35-43.
  7. Kayarat, Dheeraj, and Todd Easton. (2019). Improving Responsiveness in Manufacturing Centers through the Virtual-to-Reality Big Data Methodology. In Emerging Frontiers in Industrial and Systems Engineering (pp. 289-307). CRC Press.
  8. Todd Easton. (2018, September). Lecture Based Tutoring-A New Active Learning Technique. In 2018 ASEE Midwest Section Conference.
  9. Easton, T. (2018, June). The Impact of Free Lunch on Attendance at Voluntary Teacher Training. In 2018 ASEE Annual Conference & Exposition.
  10. Vitor, Fabio, and Todd Easton. (2018). The double pivot simplex method. Mathematical Methods of Operations Research87(1), 109-137.
  11. Vitor, Fabio, and Todd Easton. (2018). A two dimensional search primal affine scaling interior point algorithm for linear programs. In IISE Annual Conference. Proceedings (pp. 1961-1966). Institute of Industrial and Systems Engineers (IISE).
  12. Verschelden, Lucas, Jessica L. Heier Stamm, and Todd Easton. (2017, December). Integrated optimization and simulation models for the locomotive refueling system configuration problem. In 2017 winter simulation conference (WSC) (pp. 3382-3393). IEEE.
  13. Easton, Todd, and Kyle Becker.  (2017). Optimizing baseball defensive alignments through integer programming and simulation. International Journal of Modelling and Simulation37(2), 82-87.
  14. Talamantes, A., & Easton, T. (2017). Lifted equailty cuts for the knapsack equality problem. In IISE Annual Conference. Proceedings (pp. 1571-1576). Institute of Industrial and Systems Engineers (IISE).
  15. Easton, Todd.  (2015, October). Improving Student Ratings through Lecture Based Tutoring. In 2015 ASEE Zone 3 Conference.
  16. Muggy, Luke, and Todd Easton.  (2015). Generating class schedules within a complex modular environment with application to secondary schools. Journal of Scheduling18(4), 369-376.
  17. Easton, Todd. (2015, October). Improving Student Ratings through Lecture Based Tutoring. In 2015 ASEE Zone 3 Conference.
  18. Easton, Todd, Kyle Carlyle, and Caterina Scoglio. (2015). Optimizing quarantine regions through ellipsoidal geographic networks. Computers & Industrial Engineering80, 145-153.
  19. Hickman, Randal, and Todd Easton. (2015). Merging valid inequalities over the multiple knapsack polyhedron. International Journal of Operational Research24(2), 214-227.
  20. Hickman, Randal, and Todd Easton.  (2015). On merging cover inequalities for multiple knapsack problems. Open Journal of Optimization4(04), 141.
  21. Easton, Todd, and Talia Gutierrez.  (2015). Sequential lifting of general integer variables for integer programs. Ind. Eng. Manag4(2), 158.
  22. Hopkins, Mark D., Anil Pahwa, and Todd Easton. (2012). Intelligent dispatch for distributed renewable resources. IEEE Transactions on Smart Grid3(2), 1047-1054.
  23. Easton, Todd, and Jin Lee. (2012). Quaternary hyperplane branching with internally generated cutting planes for solving integer programmes. International Journal of Operational Research, 14(3), 366-385.




Profile Details

https://scholar.google.com/citations?user=bgbuBRoAAAAJ&hl=en 

https://www.researchgate.net/profile/Todd-Easton-2

https://www.ratemyprofessors.com/professor/314477


WoS Researcher ID: C-5385-2013

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