Filipe Cabral

Filipe Cabral

Operations Research and Advanced Analytics Consultant

Research

Publications

  1. F. Cabral, A. Sun, Optimal Planning for the Electrification of Bus Fleets in Public Transit System
    Submitted, 2023. (Preprint)

  2. S. Ahmed, F. Cabral, B. da Costa, Stochastic Lipschitz Dynamic Programming
    Mathematical Programming, 2020. (Preprint)

Conference Proceedings

  1. F. Cabral, B. da Costa, J. da Costa, Use Of Disjunctive Constraints To Represent Risk Aversion Policies
    Conference Paper, SEPOPE 2018, Recife–Brazil.

Technical Reports

  1. B. da Costa, I. de Freitas, R. Klausner, F. Cabral, J da Costa, D. Penna, Aceleração de Convergência para problemas de Otimização estocástica multiestágio
    Report for technical cooperation between Federal University of Rio de Janeiro and Operador Nacional do Sistema Eletrico (in Portuguese), 2019.

  2. F. Cabral, B. da Costa, Nested Distance for Stagewise Independent Process
    ArXiv, 2017.

  3. A. Shapiro, L. Ding, F. Cabral, J. da Costa, Marginal cost smoothing
    Report for technical cooperation between Georgia Institute of Technology and Brazilian Power System Operator (ONS), 2016.

  4. A. Shapiro, F. Cabral, J. da Costa, Guidelines for choosing parameters λ and α for the AVaR risk averse approach
    Report for technical cooperation between Georgia Institute of Technology and Brazilian Power System Operator (ONS), 2015.

  5. A. Shapiro, F. Cabral, J. da Costa, Investigation of the AVaR and minimum storage energy target levels approach
    Report for technical cooperation between Georgia Institute of Technology and Brazilian Power System Operator (ONS), 2014.

Presentations

  1. F. Cabral, B. da Costa, J. da Costa, The Stochastic Lipschitz Dynamic Programming (SLDP) algorithm
    ILAS-2019, Rio de Janeiro–Brazil. (Slides)

  2. F. Cabral, B. da Costa, J. da Costa, The Role of Extreme Points for Convex Hull Operations
    ISMP-2018, Bordeaux–France. (Slides)

  3. F. Cabral, B. da Costa, J. da Costa, Use of Disjunctive Constraints to Represent Risk Aversion Policies
    SEPOPE-2028, Recife–Brazil. (Slides)

Theses

  1. F. Cabral Optimal Planning For Electrification Of Public Transit Systems and Infinite-Dimensional Linear Programming.
    Ph.D. Thesis, School of Industrial and Systems Engineering, Georgia Institute of Technology, 2023.

  2. F. Cabral The Role of Extreme Points for Convex Hull Operations.
    Master Thesis, Department of Mathematics, Federal University of Rio de Janeiro, 2018.

  3. F. Cabral Uma Proposta de um Modelo Periodico Multivariado Autoregressivo Multiplicativo
    Master Thesis (in Portuguese), Department of Mechanical Engineering, Federal University of Rio de Janeiro, 2016.