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CABIBESKRY - CIMA - Centro de Investigaciones en Matemáticas
Executor Support Asociated
CIMA PROCIENCIA Facultad Politécnica - UNA


Propose a control law for iterative methods based on the Krylov Subspace supported on new paradigms of computational architectures aiming the stability, robustness and speed of the same ones. Two types of algorithms will be considered::

1) those that present better efficiency for defined positive symmetric systems and

2) those that present better efficiency for general systems, possibly indefinite and poorly conditioned

It is also intended to explore applications to real problems.


Christian E. Schaerer,

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CIMA-FPUNA ASSOCIATIVE PROJECT, funded by CONACyT - 14-INV-186, Prociencia program


Numerical Simulation of Renal Fibrosis. This subitem has the objective to make a software for helping the understanding the influence of NaCl in the formation of Renal Fibrosis. It is done in collaboration between reserachers: Laura Oporto - Chem. Eng., Francisco Santa Cruz - MD. and Christian Schaerer - D.Sc.


To society:

Congress and Seminars: