John A. Gemmer


  1. Chen, Y., Gemmer, J. A., Silber, M., & Volkening, A. (2019). Noise-induced tipping under periodic forcing: Preferred tipping phase in a non-adiabatic forcing regime. Chaos: An Interdisciplinary Journal of Nonlinear Science, 29(4), 043119.
  2. Gemmer, J. A., Moon, G., & Raynor, S. G. (2018). Solutions to a two-dimensional, Neumann free boundary problem. Applicable Analysis, 1-18
  3. Sabbah, S., Gemmer, J. A., Berson, D., et. al. (2017). A retinal code for motion along the gravitational and body axes. Nature. 546(7659), 492-497.
  4. Grimm, C., & Gemmer, J. A. (2017). Weak and strong solutions to the inverse-square brachistochrone problem on circular and annular domains. Involve, a Journal of Mathematics, 10(5), 833-856.
  5. Gemmer, J., Sharon, E., Shearman, T., Venkataramani, S. C. (2016). Isometric immersions, energy minimization and self-similar buckling in non-Euclidean elastic sheets. EPL (Europhysics Letters), 114(2), 24003.
  6. Gemmer, J. A., Venkataramani, S. C., Durfee, C. G., Moloney, J. V. (2014). Optical beam shaping and diffraction free waves: A variational approach. Physica D: Nonlinear Phenomena, 283, 15-28.
  7. Gemmer, J. A., Venkataramani, S. C. (2013). Shape transitions in hyperbolic non-Euclidean plates. Soft Matter, 9(34), 8151-8161.
  8. Durfee, C. G., Gemmer, J., Moloney, J. V. (2013). Phase-only shaping algorithm for Gaussian-apodized Bessel beams. Optics express, 21(13), 15777-15786.
  9. Gemmer, J. A., Venkataramani, S. C. (2012). Defects and boundary layers in nonEuclidean plates. Nonlinearity, 25(12), 3553.
  10. Gemmer, J. A., Venkataramani, S. C. (2011). Shape selection in non-Euclidean plates. Physica D: Nonlinear Phenomena, 240(19), 1536-1552.
  11. Gemmer, J.A., Nolan M., Umble R. (2011), Generalizations of the brachistochrone problem. Pi Mu Epsilon Journal, 13(4), 207-218.