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  • All HBS Web  (16)
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    • All HBS Web  (16)
      • Faculty Publications  (2)

      Algebraic Modeling Toolbox Remove Algebraic Modeling Toolbox →

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      • Article

      Aztec Castles and the dP3 Quiver

      By: Megan Leoni, Gregg Musiker, Seth Neel and Paxton Turner
      Bipartite, periodic, planar graphs known as brane tilings can be associated to a large class of quivers. This paper will explore new algebraic properties of the well-studied del Pezzo 3 (dP3) quiver and geometric properties of its corresponding brane tiling. In...  View Details
      Keywords: Brane Tiling; Del Pezzo 3 Lattice; Dimer Model; Mathematical Methods
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      Leoni, Megan, Gregg Musiker, Seth Neel, and Paxton Turner. "Aztec Castles and the dP3 Quiver." Journal of Physics A: Mathematical and Theoretical 47, no. 47 (November 28, 2014).
      • July–August 2011
      • Article

      Robust Optimization Made Easy with ROME

      By: Joel Goh and Melvyn Sim
      We introduce ROME, an algebraic modeling toolbox for a class of robust optimization problems. ROME serves as an intermediate layer between the modeler and optimization solver engines, allowing modelers to express robust optimization problems in a mathematically...  View Details
      Keywords: Robust Optimization; Algebraic Modeling Toolbox; MATLAB; Stochastic Programming; Decision Rules; Inventory Control; PERT; Project Management; Portfolio Optimization; Information Technology; Mathematical Methods; Operations
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      Goh, Joel, and Melvyn Sim. "Robust Optimization Made Easy with ROME." Operations Research 59, no. 4 (July–August 2011): 973–985.
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