Research Interests:
Recent Papers:
- K. Hoffman and T. Seidman, A Variational Characterization of
a Hyperelastic Rod with Hard Self-contact, Nonlinear Analysis A:
Theory, Methods and Applications, vol. 74, no. 16, p. 5388-5401,
DOI:10.1016/j.na.2011.05.022, November 2011 [ abstract]
- G. Clapp and K.A Hoffman, Entrainment Ranges for a Neural Model,
UMBC Review,vol 12, p. 10-25, 2011
- K. Hoffman and T. Seidman, A Variational Rod Model with a
Singular Nonlocal Potential, Arch. Rat. Mech. Anal., vol 200, no 1, p
255-284, (DOI) 10\ .1007/s00205-010-0368-9, 2011
[
abstract]
- J.P. Previte, N. Sheils, K.A. Hoffman, T. Kiemel, E. Tytell,
Entrainment Ranges of Forced Phase Oscillators, J. Math. Bio.,
vol 62, p 589-603, DOI: 10.1007/s00285-010-0348-6, 2011
[
abstract]
- K. Hoffman and R. Manning, An Extended Conjugate Point Theory
with Application to the Stability of Planar Buckling of an Elastic Rod
Subject to a Repulsive Self-potential, SIAM Mathematical Analysis,
vol 41, 465-494, 2009 [ pdf
] [ abstract]
- P. Varkonyi, T. Kiemel, K. Hoffman, A. H. Cohen and P. Holmes,
On the Derivation and Tuning of Phase Oscillator Models
for Lamprey Central Pattern Generators, Journal Computational
Neural Science, vol 25, no 2 , 245-261, 2008 [
abstract]
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