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math.OC2026

Enhancing Interpretability of Stochastic Programming Solutions: A Multiparametric Approach

Parth Brahmbhatt, Styliani Avraamidou

Stochastic programming (SP) is a powerful framework for decision-making under uncertainty, but its practical adoption in industry is often hindered by the difficulty in understandi…

math.OC2026

Multi-Agent Receding Horizon Games Framework for Autonomous Market Participation

Parth Brahmbhatt, Styliani Avraamidou

Electrochemical distributed energy resources (DERs), such as electrolyzers and battery energy storage systems, consume large amounts of electricity. Buying that power directly from…

math.OC2026

Decomposing a Multi-Scale Optimization Framework for Grid-Integrated Electrolysis using Aggregate-Informed Benders

Kiernan X. Jennings, Victor M. Zavala, Styliani Avraamidou

Demand response (DR) operation of electrolysis devices is gaining traction to capitalize on volatile electricity markets, but their dynamic operation poses challenges to the durabi…

math.OC2026

A Multi-Scale Optimization Framework for Grid-Integrated Electrolysis

Kiernan X. Jennings, Victor M. Zavala, Styliani Avraamidou

The increasing penetration of wind and solar resources into the power grid motivates the integration of flexible technologies to dynamically shift power loads in response to grid v…

math.OC2026

Incorporating circular economy policies into product supply chains using bilevel optimization -- A case study on coffee packaging

Paola Munoz Briones, Meng-Lin Tsai, Styliani Avraamidou

Transitioning to a Circular Economy requires policies to drive sustainable practices. This study proposes a bilevel optimization framework to evaluate the combined use of carbon ta…

math.OC2026

Explicit Distributed MPC: Reducing Computation and Communication Load by Exploiting Facet Properties

Parth R. Brahmbhatt, Hari S. Ganesh, Styliani Avraamidou

Classical Distributed Model Predictive Control (DiMPC) requires multiple iterations to achieve convergence, leading to high computational and communication burdens. This work focus…

math.OC2026

Parametric Region Search: A Mixed-Integer Bilevel Optimization Problem Primal Heuristic

Meng-Lin Tsai, Parth Brahmbhatt, Styliani Avraamidou

Bilevel optimization is a mathematical modeling formulation for hierarchical systems and two-player interactions, with wide-ranging applications in environmental, energy, and contr…