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Carmen Ríos Rodríguez

Affiliations: 
University of Santiago de Compostela, Santiago de Compostela, Galicia, Spain 
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Parents

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Manuel Mosquera González grad student 1994 University of Santiago de Compostela
Flor Rodriguez-Prieto grad student 1994 University of Santiago de Compostela
Jan W. Verhoeven post-doc 1996-1997 Amsterdam

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Publications

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Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2019) Mathematical analysis and optimal control of heavy metals phytoremediation techniques Applied Mathematical Modelling. 73: 387-400
Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2018) Sediment minimization in canals: An optimal control approach Mathematics and Computers in Simulation. 149: 109-122
Alvarez-Vázquez LJ, Júdice JJ, Martínez A, et al. (2013) On the optimal design of river fishways Optimization and Engineering. 14: 193-211
Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2007) Optimal shape design for fishways in rivers Mathematics and Computers in Simulation. 76: 218-222
Alvarez-Vázquez LJ, Martínez A, Muñoz-Sola R, et al. (2006) Numerical optimization for the purification of polluted shallow waters Journal of Computational and Applied Mathematics. 189: 191-206
Alvarez-Vázquez LJ, Martínez A, Muñoz-Sola R, et al. (2005) The Water Conveyance Problem: Optimal Purification Of Polluted Waters Mathematical Models and Methods in Applied Sciences. 15: 1393-1416
Alvarez‐Vázquez LJ, Martínez A, Rodríguez C, et al. (2002) Mathematical analysis of the optimal location of wastewater outfalls Ima Journal of Applied Mathematics. 67: 23-39
Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2002) Numerical Optimization for the Location of Wastewater Outfalls Computational Optimization and Applications. 22: 399-417
Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2002) A wastewater treatment problem: study of the numerical convergence Journal of Computational and Applied Mathematics. 140: 27-39
Alvarez-Vázquez LJ, Martínez A, Rodríguez C, et al. (2001) Numerical convergence for a sewage disposal problem Applied Mathematical Modelling. 25: 1015-1024
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