MIP 2025 Logo

Mixed Integer Programming Workshop 2025

June 2, 2025 (summer school)

June 3-6, 2025 (regular workshop)

University of Minnesota

Posters

The 2025 MIP Workshop will include a poster session.

Abstract Submission

The poster abstract submission is closed. This year, the poster session is reserved for students. The abstract format is a PDF file of at most two pages (letter format, 1 inch margin, font size 12p, including references, tables, etc.). As in past years, the poster session will have a best poster competition. The program committee will select finalists for the best poster competition, and as in past years finalists will also be eligible for travel support funds (estimated at $500-$750 per selected finalist). Poster abstract submissions that are not selected as competition finalists may still present their poster (space permitting), but only finalists are eligible for the competition and for travel support.

The deadline for poster submissions is February 28, 2025 (11:59pm anywhere on Earth, check your local time), and the committee will communicate decisions by March 14, 2025.

To accommodate international participants who may require extra time to secure a visa to attend the workshop, we offer the option to request an expedited decision. This can be selected in the form when submitting the abstract, and it will only be available for submissions completed by January 31, 2025. We anticipate providing our response to these submissions by February 14, 2025. All other submissions (without this request) will be evaluated by March 14, 2025, independently of when the abstracts were submitted.

Poster Format Guidelines

Your poster should be at most 36 x 48 inches.

Presented Posters

Click to see a rough layout of the posters during the poster session.

Name Affiliation Title
Anna Deza University of California, Berkeley Fair and Accurate Regression: Strong Formulations and Algorithms
Anurag Ramesh Purdue University Quadratic Knapsack Problem : A QUBO-Based Approach
Berkay Becu Georgia Institute of Technology A Simple Heuristic to Learn Primal Solutions for AC Optimal Transmission Switching Using Historical Data
Bo Tang University of Toronto Learning to Optimize for Mixed-Integer Nonlinear Programming
Boyang Han University of Florida An Extended Abstract Branch-and-Cut Model to Compare Parameterized Cutting and Branching Behavior
Can Yin University of Minnesota, Twin Cities Mobile Parcel Locker Scheduling with Customer Choices under Uncertain Demand
Connor Johnston University of Florida Simple Disjunctive Cuts Are All You Need!
Dahye Han Georgia Institute of Technology Extreme Strong Branching in NLP: A Computational Study
Dekun Zhou University of Wisconsin-Madison Efficient Sparse PCA via Block-Diagonalization
Domingo Araya Pontificia Universidad Católica de Chile Exact and approximate formulations for the Close-Enough TSP
Haoyun Deng Georgia Institute of Technology On the ReLU Lagrangian Cuts for Stochastic Mixed Integer Programming
Jingye Xu Georgia Institute of Technology V-Lagrangian decomposition solves random two-stage integer problems in poly-iteration
Jnana Sai Jagana University of Minnesota, Twin Cities A column-and-constraint generation algorithm for robust optimization under flexible uncertainty
Johanna Skåntorp KTH Royal institute of technology Exploring Alternative Cutting Planes for Mixed-Integer Semidefinite Programming
Joshua T. Grassel North Carolina State University Stress Testing the Numerical Stability of LP and MIP Solvers
Kausthubh Konuru University of Florida Generalizing Learning to Cut Models from Synthetic to Diverse Instances
Lillian Makhoul University of Colorado Denver Finishing a chapter: computing the volume of the convex hull of the graph of a trilinear monomial over a general box domain
Lingqing Shen Carnegie Mellon University Scaling Relaxations with Efficient Algorithm for the Constrained Maximum-Entropy Sampling Problem
Matheus Jun Ota University of Waterloo Combining Column Elimination with Column Generation
Matias Villagra Columbia University Symmetries and Lift-and-Project Hierarchies
Shannon Kelley Lehigh University Strengthening Parametric Disjunctive Cuts
Shivi Dixit University of Minnesota, Twin Cities Learning parametric valid inequalities for mixed-integer linear optimization
Stefan Clarke Princeton University Learning-Based Hierarchical Approach for Fast Mixed-Integer Optimization
Tu Anh-Nguyen Rice University Learning Generalized Linear Programming Value Functions
Waquar Kaleem Pennsylvania State University Extreme-Scale EV Charging Infrastructure Planning for Last-Mile Delivery Using High-Performance Parallel Computing
Woojin Kim University of Wisconsin-Madison The Chance-constrained Stochastic Diversion Path Problem with Sample Average Approximation
Yongzheng Dai Ohio State University Modified Eigenvalue Method for Nonconvex MIQCQP and Parallel Local Branching
Yutian He University of Iowa Distributionally Fair Two-stage Stochastic Programming by Bilevel Optimization
Zulal Isler-Ardic Rensselaer Polytechnic Institute New optimization approaches for designing experiments

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