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Neri, Marrick

Associate Professor
RoomMath Building 217

Research Interests
Optimization. Image Processing.
Academic Groups
  • Education
    • Ph.D. Mathematics (2008)
      University of the Philippines Diliman

      Dissertation: Primal-Dual Methods using L1 and L2 Total Variation Regularization with Applications in Image Denoising
      Adviser: Prof. Michael Hintermueller (University of Graz, Austria) and Dr. Jose Ernie Lope (University of the Philippines Diliman)

    • M.S. Applied Mathematics (Operations Research) (2000)
      University of the Philippines Diliman

      Thesis: Decomposition-Metaheuristic Method Applied to a Capacitated Facility Location Problem
      Adviser: Dr. Augusto Hermosilla (University of the Philippines Diliman)

    • B.S. Mathematics (1996), cum laude
      University of the Philippines Diliman
  • Teaching

    Second Semester, AY 2018-2019

    • Nonlinear programming
    • Mathematics, Culture, and Society
    • Calculus 2

    First Semester, AY 2018-2019

    • Mathematics, Culture, and Society
    • Calculus 1, 3

    Subjects Taught

    • Operations Research, Linear programming, Nonlinear programming, Numerical optimization, Linear algebra, Probability and Statistics, Calculus

    In Progress

    1. Blez Valentine Lacaba, PhD Mathematics
    2. Lean Palma, MS Applied Mathematics
    3. Giovanni Rey Diano, BS Mathematics
    • Graduated MS Applied Mathematics
    1. Alas, Rose Anne D.C. A fusion of land TVq models in image processing. 2018
    2. Bibal, Allen O. Optimization of inter-terminal passenger transport. 2018
    3. Castor, Kent A. A study on variable queue length and speed limit on toll plaza. 2018
    4. Yacat, Abigail B. Conjugate gradient method for support vector machines with nonquadratic regularization. 2018
    5. Go, Jeffrey Kenneth. Variants of the AdaBoost algorithm based on Fenchel duality. 2017
    6. Basco, Therese Anne G. A heuristic spline interpolation method on signal and image denoising. 2016
    7. Brillantes, Maryene B. A TVmodel for image segmentation. 2016
    8. Concepcion, Rachel Anne G. L1-TV based image inpainting with denoising using interior point method. 2016
    9. Del Rosario, Nicole Marie T. A modified variational model for restoring images with multiplicative noise. 2016
    10. Mojica, Mia Carmela S. A VU algorithm for L1 total variation based image denoising. 2013.
    11. Zara, Esmeraldo Ronnie Rey. A regularized total variation model and primal and dual solutions in image inpainting. 2012.
    12. Cubero, Rey Bryan M. Optimal Continuous Review Inventory Policy for a Three-stage Serial System. 2011.
    13. De Lara, Mark Lexter D. Heuristic approaches in solving population assignment in grids with neighborhood constraints and a total variation cost. 2011.
    14. Villacrusis, Baltazar P. Three-stage Periodic Inventory System with Decay and Stochastic Demand. 2011.
    15. Oliveros, Annie Lyn T., An Evolutionary Approach to L1 TV Image Processing. 2010.
    • Graduated BS Mathematics
    1. Torres, Eunice C. A study on optimal pricing on inventory with decay. 2018
    2. Pangilinan, Philippe Joshua T. A numerical comparison of the mean absolute deviation model and the mean variance model in portfolio optimization. 2018
    3. Anasarias, Joash T. Image restoration using interior point method. 2017
    4. Israel, Ramdass Krisnaji P. Barrier methods on a multicommodity network flow with arc capacities. 2016
    5. Baluyot, Jon David Vincent B. Iterative solutions to discrete-time optimal control problems. 2015
    6. Exconde, Marvee. Bat algorithm using gradient-based methods for the local search. 2015
    7. Varela, Jiezalyl. An optimization on MRT crew scheduling problem using simulated annealing. 2015
    8. Gutierrez, Amanda. Optimization of clearance sales with forecasted demand rates. 2014
    9. Uy, Edric Bryce L. Image denoising and segmentation using a variational level set method. 2014
    10. Sibal, Jeckah Ymari L. A cutting plane algorithm for job shop scheduling. 2014
    11. Mesina, Pamela Gem M. Linearized Bregman algorithms and the basis pursuit problem. 2014
    12. Silvestre, Michelle B. Bregman algorithm for inverse problems in image reconstruction. 2013
    13. Cabral, Kainzel Joice P. Application of optimal search theory for a search and rescue effort. 2013
    14. Reyes, Alexandra Beatrice L., Fuzzy optimization of a solid waste management problem. 2012
    15. Dalisay, Dorothy D., Optimizing s supplier-arms race model using an interior point method. 2012
    16. Quendangan, Aileen C., Singular value decomposition in image deblurring. 2012
    17. Humawid, Ernst Jhon, Optimization of a real power and reactive power, 2011
    18. Mojica, Mia Carmela S., Total Variation-Based Image Denoising and Deblurring Using a Primal-Dual Algorithm, 2010.
    19. Padua, Katrina Gabrielle C., A Range on the Thrifty Policy for Non-Preemptive Processing of Jobs with Increasing Cost, 2010.
    20. Pontanilla, Stephanie Faye C., Student Project Allocation: An Application of Ant Colony Optimization, 2010.
    21. Velasco, Arrianne Crystal T., A Modification of the EPQ Model for Perishable Products with Inventory-Dependent Demand, 2010.
    22. Abelado, Breferjane G., Hybridization of Simulated Annealing Variants Applied on Benders Decomposition to Solve a Capacitated Facility Location Problem, 2002.
    23. De Jesus, Ma. Rosario, Benders Decomposition with Genetic Algorithm Applied to a Classical Capacitated Facility Location Problem, 2002.
    24. Trovela, Arianlen M., Regression Analysis on the Simulated Annealing Parameters of the Decomposition-Metaheuristic Method, 2002.
  • Publications
    1. Y. Dong, M. Hintermüller, M . Neri. An efficient primal-dual method for L1 TV image restoration. SIAM Journal in Imaging Science, Vol. 2, No. 4, 1168-1189, 2009
    2. M. Neri, E.R.R. Zara, Total variation-based image inpainting and denoising using a primal-dual active set method, Philippine Science Letters, vol. 7, no. 1, 97-103, 2014
    3. M. Neri, B. Villacrusis, Solving the optimal three-stage periodic inventory policy using an algorithm coded in C#. Philippine Computing Journal, Vol. 9 No. 2, 33-37, (2015)
    4. M. Neri, E.R.R. Zara, An active set method in total variation based image inpainting. Philippine Computing Journal, Vol. 7 No. 2, 38-42, (2012)
    5. M. Neri, A path-following method for the total variation inverse problem, Matimyas Matematika, Vol. 32 Nos. 1-2 (2011) pp. 145-150
    6. A.L. Oliveros, M. Neri. An evolutionary approach to image denoising using a regularized L1 TV model. International Journal of Advanced Research in Computer Science, Vol. 1, No. 3, 102-105, 2010
    7. M. Neri and M. Hintermüller. A primal-dual island search method for TV-based image restoration. In Proceedings of the 7th Sino-Philippine symposium in mathematics, Matimyas Matematika, 103-112, 2007.
    8. M. Neri. Decomposition-metaheuristic method applied to a capacitated facility location problem. Proceedings of the Third Asian Mathematical Conference, World Scientific, 2002