Mathematical Models of Mother/Child Attachment"
appeared in
Fields Proceedings of
"Fields-MITACS Industrial Problems Workshop 2006"
Notes on Blowup and Long Wave Unstable Thin Film Equations
appeared in
Proceedings of MSRI workshop
"Women in Mathematics: The Legacy of Ladyzhenskaya and Oleinik"
A finite locus effect diffusion model for the evolution
of a quantitative trait
with J. R. Miller and M. B. Hamilton, J. Math. Bio. 52(2006)6:761-787
Selfsimilar Blowup of Unstable Thin-film Equations
with D. Slepcev, Indiana Univ. Math. J. 54(2005)6:1697-1738
Global effects in Figure/Ground segregation by
a model with only local interactions
with N. Rubin, preprint, 2001.
Heteroclinic orbits, mobility parameters and stability for thin film type equations
with R. S. Laugesen, Elect. J. Diff. Eq. 2002(2002)95:1-29
Energy levels of steady states for thin film type equations
with R. S. Laugesen, J. Diff. Eq., 182(2002)2:377-415
Finite-time Blow-up of Solutions of Some Long-wave Unstable Thin Film Equations
with A. Bertozzi, Indiana Univ. Math. J. 49(2000)4:1323-1366
Linear Stability of Steady States for Thin Film and
Cahn-Hilliard Type Equations
with R. Laugesen, Arch. Ration. Mech. Anal. 154(2000)1:3-51
Computational Modeling of Orientation Tuning Dynamics in Monkey
Primary Visual Cortex
with D. L. Ringach, R. Shapley, and M. J. Shelley,
J. of Computational Neuroscience vol. 8 no. 2, March
2000, pp 143-159.
Properties of Steady States for Thin Film Equations
with R. Laugesen, EJAM 11(2000)3:293-351.
Singularity Formation in Thin Jets with Surface Tension
with M. Shelley, CPAM 51(1998)733-795.
Long-wave instabilities and saturation in thin film equations
with A. Bertozzi, CPAM 51(1998)625-661.
The Lubrication Approximation for Thin Viscous Films: Regularity
and Long Time Behavior of Weak Solutions
with A. Bertozzi, CPAM 49(1996)2:85-123.
The Lubrication Approximation for Thin Viscous Films: the Moving
Contact Line with a `Porous Media' Cut Off of Van der Waals
Interactions
with A. Bertozzi, Nonlinearity, 7(1994)1535-1564.
Global Solutions for Small Data to the Hele-Shaw Problem
with P. Constantin, Nonlinearity, 6(1993)393-416.