- Jacob Kanel, Amy Novick-Cohen, Arkady Vilenkin, “Numerical analysis of a three-dimensional radially symmetric grain attached to a free crystal surface”, Acta Materialia, 54, № 9, 2006, 2589
- V. Derkach, J. McCuan, A. Novick-Cohen, A. Vilenkin, 215, Mathematics for Nonlinear Phenomena — Analysis and Computation, 2017, 23
- Katrine Golubkov, Amy Novick-Cohen, Yotam Vaknin, “Coupled surface diffusion and mean curvature motion: An axisymmetric system with two grains and a hole”, Quart. Appl. Math., 2024
- ZHENGUO PAN, BRIAN WETTON, “A numerical method for coupled surface and grain boundary motion”, Eur. J. Appl. Math, 19, № 3, 2008, 311
- Margaret Beck, Zhenguo Pan, Brian Wetton, “Stability of travelling wave solutions for coupled surface and grain boundary motion”, Physica D: Nonlinear Phenomena, 239, № 17, 2010, 1730
- Peicheng Zhu, “Asymptotic stability of the stationary solution to an initial boundary value problem for the Mullins equation of fourth order”, Journal of Mathematical Physics, 50, № 10, 2009, 102707
- Vadim Derkach, Amy Novick-Cohen, Arkady Vilenkin, Eugen Rabkin, “Grain boundary migration and grooving in thin 3-D systems”, Acta Materialia, 65, 2014, 194
- Takashi Kagaya, Yoshihito Kohsaka, “Existence of Non-convex Traveling Waves for Surface Diffusion of Curves with Constant Contact Angles”, Arch Rational Mech Anal, 235, № 1, 2020, 471
- Marina Chugunova, Roman Taranets, “Existence and long-time behaviour of weak solutions for the Mullins equation”, Nonlinear Analysis: Theory, Methods & Applications, 75, № 18, 2012, 6550
- R.F. Sekerka, W.J. Boettinger, G.B. McFadden, “Surface morphologies due to grooves at moving grain boundaries having stress-driven fluxes”, Acta Materialia, 61, № 19, 2013, 7216