Yoichiro Mori

Associate Professor

School of Mathematics
University of Minnesota
206 Church Street
Minneapolis MN 55455

539 Vincent Hall
tel: (612)625-3570
email: ymori@math.umn.edu

CV: pdf


Research Interests

Mathematical modeling of biophysical systems.
Numerical and applied analysis, scientific computing.


Teaching

Spring 2014
Math 8402
Math 2373
Office hours: MWF 10-11am


Publications

Y. Mori, H. Chen, C. Micek and M.C. Calderer, A dynamic model of polyelectrolyte gels, 2012, SIAM Journal of Applied Mathematics, in press. pdf

Y. Liu and Y. Mori, Properties of discrete delta functions and local convergence of the immersed boundary method, 2012, SIAM Journal of Numerical Analysis, in press. pdf

Y. Mori, Mathematical Properties of Pump-Leak Models of Cell Volume Control and Electrolyte Balance
2011, Journal of Mathematical Biology, in press. pdf
(Typo introduced by publisher has been corrected in Errata.)


Y. Mori, C. Liu and R.S. Eisenberg, A Model of Electrodiffusion and Osmotic Water Flow and its Energetic Structure
Physica D: Nonlinear phenomena, 240, 1835-1852, 2011. pdf

Y. Mori, A. Jilkine and L. Edelstein-Keshet, Asymptotic and bifurcation analysis of wave-pinning in a reaction-diffusion model of cell polarization
SIAM J. Appl. Math. 71, 1401-1427, 2011. pdf

H. Matano and Y. Mori, Global existence and uniqueness of a three-dimensional model of cellular electrophysiology
Discrete and Continuous Dynamical Systems (DCDS-A), Vol. 29, No. 4, 1573-1636, 2011. pdf

M. Brera, J.W. Jerome, Y. Mori and R. Sacco, A Conservative and monotone mixed-hybridized finite element approximation of transport problems in heterogeneous domains
Computer Methods in Applied Mechanics and Engineering, Vol. 199, 2709-2720, 2010. pdf

Y. Mori and C.S. Peskin. A Numerical Method for Cellular Electrophysiology based on the Electrodiffusion Equations with Internal Boundary Conditions at Internal Membranes
Communications in Applied Mathematics and Computational Science Vol 4, No. 1, 85-134, 2009. pdf

Y. Mori and C.S. Peskin. A universal programmable fiber architecture for the representation of a general incompressible linearly elastic material as a fiber-reinforced fluid
Advances in Applied Mathematics Volume 43, No. 1, pp. 75-100, July 2009. pdf

Y. Mori, G.I. Fishman and C.S. Peskin. Ephaptic conduction in a cardiac strand model with 3D electrodiffusion.
Proc. Natl. Acad. Sci., Vol. 105, No. 17, pp. 6463-6468, 2008. pdf

Y. Mori, A. Jilkine and L. Keshet. Wave-pinning and Cell Polarity from a Bistable Reaction-diffusion System
Biophysical Journal, Vol. 94, 3684-3697, 2008. pdf

Y. Mori. Convergence Proof of the Velocity Field for a Stokes Flow Immersed Boundary Method
Communications on Pure and Applied Mathematics, Vol. 61, no. 9, pp. 1213-1263, 2008. pdf

Y. Mori and C.S. Peskin. Implicit Second Order Immersed Boundary Methods with Boundary Mass
Computational Methods in Applied Mechanics and Engineering, Vol. 197, pp. 2049-2067, Apr. 2008. pdf

Y. Mori, J.W. Jerome and C.S. Peskin. A Three-Dimensional Model of Cellular Electrical Activity
Bulletin of the Institute of Mathematics, Academia Sinica Volume 2, No.2. pp. 367-390, Jun. 2007. pdf

Y. Mori and M. Nakazawa. A New Simple Etiological Model of Human Death
Jinkougaku Kenkyuu (The Journal of Population Studies) (33) Nov. 2003.

Dissertation:
Y. Mori. A Three Dimensional Model of Cellular Electrical Activity pdf