activity
20202026
most citedArchitecturing Binarized Neural Networks for Traffic Sign Recognition

2 citations · 3 across the 6 of their papers we have counts for

collaborators

8 papers

cs.SC2026

When Algebraic Symmetry Breaking Meets Solvers: An Experimental Study

Madalina Erascu, Johannes Middeke

We present an experimental evaluation of automatically generated polynomial symmetry breaking constraints for integer linear programs. Starting from the method that we introduced a…

cs.SC2026

Automatic Generation of Polynomial Symmetry Breaking Constraints

Madalina Erascu, Johannes Middeke

Symmetry in integer programming causes redundant search and is often handled with symmetry breaking constraints that remove as many equivalent solutions as possible. We propose an…

cs.LO2025

Neuro-Symbolic Constrained Optimization for Cloud Application Deployment via Graph Neural Networks and Satisfiability Modulo Theory

Madalina Erascu

This paper proposes a novel hybrid neuro-symbolic framework for the optimal and scalable deployment of component-based applications in the Cloud. The challenge of efficiently mappi…

cs.CV20231 cited

Benchmarking Local Robustness of High-Accuracy Binary Neural Networks for Enhanced Traffic Sign Recognition

Andreea Postovan, Mădălina Eraşcu

Traffic signs play a critical role in road safety and traffic management for autonomous driving systems. Accurate traffic sign classification is essential but challenging due to re…

cs.DC2023

SAGE -- A Tool for Optimal Deployments in Kubernetes Clusters

Vlad-Ioan Luca, Madalina Erascu

Cloud computing has brought a fundamental transformation in how organizations operate their applications, enabling them to achieve affordable high availability of services. Kuberne…

cs.LO2023

Benchmarking Optimization Solvers and Symmetry Breakers for the Automated Deployment of Component-based Applications in the Cloud (EXTENDED ABSTRACT)

Bogdan David, Madalina Erascu

Optimization solvers based on methods from constraint programming (OR-Tools, Chuffed, Gecode), optimization modulo theory (Z3), and mathematical programming (CPLEX) are successfull…