Roger Grinde

ASSOCIATE PROFESSOR
Management Science
Phone: (603) 862-3368
Office: Decision Sciences, Paul College Rm 265E, Durham, NH 03824
Roger Grinde

Education

  • Ph.D., Industrial Engineering and Operations Research, Pennsylvania State University
  • M.S., Industrial Engineering, Oregon State University
  • B.A., Mathematics, Carroll College

Research Interests

  • Computer Simulation/Modeling
  • Data Analysis
  • Data Management/Analysis
  • Industrial Engineering
  • Management Sciences
  • Operations Research
  • Optimization
  • Pedagogy

Courses Taught

  • 580: Quantitative Decision Making
  • 671: Data Viz & Prescript Analytics
  • 775: Corporate Project Experience
  • 873: Data Mgmt & Visualization
  • ADMN 580: Quantitative Decision Making
  • ADMN 873: Data Mgmt & Visualization
  • ADMN 950: Data Driven Decisions
  • DS 775: Corporate Project Experience

Selected Publications

Grinde, R. (2020). Spreadsheet-Based Modeling and Optimization of a Bi-Modal Traveling Salesman Problem: Model, Solution, and Case. Spreadsheets in Education, 12(2).

Grinde, R. B. (2018). An Interactive Tool to Teach Monte‐Carlo Simulation and VBA. Business Education Innovation Journal, 10(1).

Grinde, R. B. (2017). An Interactive Monte‐Carlo Simulation Tool to Teach Simulation and VBA. In Northeast Decision Sciences Conference 2017. Springfield, MA.

Grinde, R. B. (2017). An Optimization‐Based Heuristic for a Recreational Hiking Problem. In Northeast Decision Sciences Conference 2017. Springfield, MA.

Grinde, R. B. (2017). A Bi-Modal Routing Problem with Cyclical and One-Way Trips: Formulation and Heuristic Solution. Information Technology and Management Science, 20(1), 79-84. doi:10.1515/itms-2017-0014

Shea, C. M., Grinde, R., & Elmslie, B. (2011). Nanotechnology as general-purpose technology: empirical evidence and implications. TECHNOLOGY ANALYSIS & STRATEGIC MANAGEMENT, 23(2), 175-192. doi:10.1080/09537325.2011.543336

Grinde, R. B., & Daniels, K. (1999). Solving an apparel trim placement problem using a maximum cover problem approach. IIE TRANSACTIONS, 31(8), 763-769. doi:10.1023/A:1007658212860

Grinde, R. B., & Cavalier, T. M. (1997). A new algorithm for the two-polygon containment problem. COMPUTERS & OPERATIONS RESEARCH, 24(3), 231-251. doi:10.1016/S0305-0548(96)00050-0

Grinde, R. B., & Cavalier, T. M. (1996). Containment of a single polygon using mathematical programming. EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, 92(2), 368-386. doi:10.1016/0377-2217(94)00279-7

GRINDE, R. B., & CAVALIER, T. M. (1995). A NEW ALGORITHM FOR THE MINIMAL-AREA CONVEX ENCLOSURE PROBLEM. EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, 84(3), 522-538. doi:10.1016/0377-2217(95)00020-Q

Most Cited Publications