Session 1 -- Perspective Relaxation of Mixed Integer Nonlinear Programs with Indicator Variables -- Disjunctive Cuts for Non-convex Mixed Integer Quadratically Constrained Programs -- The Air Traffic Flow Management Problem: An Integer Optimization Approach -- Session 2 -- The Induced Disjoint Paths Problem -- A Weighted K t,t -Free t-Factor Algorithm for Bipartite Graphs -- A New Algorithm for the Maximum Weighted Stable Set Problem in Claw-Free Graphs -- A Polynomial Algorithm for Weighted Abstract Flow -- Session 3 -- A Comparative Study of Linear and Semidefinite Branch-and-Cut Methods for Solving the Minimum Graph Bisection Problem -- Binary Positive Semidefinite Matrices and Associated Integer Polytopes -- Vertex Cover Resists SDPs Tightened by Local Hypermetric Inequalities -- Session 4 -- Tight Bounds for Permutation Flow Shop Scheduling -- The Stochastic Machine Replenishment Problem -- A Polynomial Time Approximation Scheme for the Square Packing Problem -- Session 5 -- Modeling Disjunctive Constraints with a Logarithmic Number of Binary Variables and Constraints -- Computing with Multi-row Gomory Cuts -- Constraint Orbital Branching -- Session 6 -- A Fast, Simpler Algorithm for the Matroid Parity Problem -- Degree Bounded Matroids and Submodular Flows -- Budgeted Matching and Budgeted Matroid Intersection Via the Gasoline Puzzle -- Session 7 -- Primal-Dual Schema for Capacitated Covering Problems -- Offline and Online Facility Leasing -- Importance Sampling via Load-Balanced Facility Location -- Session 8 -- A Constant Approximation Algorithm for the a priori Traveling Salesman Problem -- New Geometry-Inspired Relaxations and Algorithms for the Metric Steiner Tree Problem -- Min Sum Edge Coloring in Multigraphs Via Configuration LP -- Session 9 -- An Improved Algorithm for Finding Cycles Through Elements -- The Stable Roommates Problem with Choice Functions -- A New Approach to Splitting-Off -- Session 10 -- Can Pure Cutting Plane Algorithms Work? -- The Mixing Set with Divisible Capacities -- A Polynomial Time Algorithm for the Stochastic Uncapacitated Lot-Sizing Problem with Backlogging -- Lifting Integer Variables in Minimal Inequalities Corresponding to Lattice-Free Triangles.