Scen-Opt: A Scenario Optimization Toolbox for Data-Driven Convex Programming
Ben Wooding, Simone Garatti, Marco C. Campi, Abolfazl Lavaei
Abstract
The scenario approach is a well-established statistical framework for data-driven decision-making. In particular, in data-driven optimization, the scenario approach unveils how the problem structure governs out-of-sample generalization, and offers a principled basis for assessing and certifying the reliability of the optimal solution as per constraint satisfaction. Despite its strong theoretical development and wide applicability, no software toolbox has been available to date that enables user-friendly, data-driven convex optimization within the scenario-approach framework. In this paper, we introduce Scen-Opt, an open-source software tool that integrates convex programming with data samples while providing statistical guarantees grounded in scenario theory. Scen-Opt is implemented in Python, supporting data-driven linear, quadratic, and semidefinite programming, and offers a Python-based web application with an intuitive and reactive graphical user interface (GUI) built using modern web technologies. Scen-Opt can be used directly through its online interface or installed locally, accommodating both manual input and data-file uploads (CSV, JSON, TXT, TSV, MAT, Excel, NPY, NPZ, Parquet). Built on a Python backend with a modern JavaScript frontend, Scen-Opt offers a highly user-friendly experience and efficient usability across desktops, laptops, tablets, and mobile devices. In this paper, Scen-Opt is applied to a set of representative benchmarks, demonstrating its practical effectiveness for data-driven convex optimization with guaranteed performance.
Create a lesson
Related papers
asdex: Automatic Sparse Differentiation in JAX
Adrian Hill, Guillaume Dalle
A performance enhancement of the Payne-Hanek range reduction algorithm
Tue Ly
DistributedDesignOptimizer: A modular Python framework for Setup, Execution and Processing of Distributed Design Optimization
Sebastian Ellmaier, Albert J. de Wit, Akilesh Raveendran et al.
KnottedGraph: Scalable knotted-graph topology for scientific and mathematical discovery
Hakan Akgün, Xianquan Yan, Kehan Liu et al.
AWE: Adaptive Weight Encoding for Exact Integer Matrix Products with Fewer GEMMs on FP4 Tensor Cores
Shun-ichiro Hayashi, Daichi Mukunoki, Tetsuya Hoshino et al.
The Art of Closed-Formula Defaults: Search-Free Code Generation for Tensor Operators
Paolo D'Alberto, Ashish Sirasao