# Publications by graduate students in Mathematics and Statistics

The following are peer-reviewed journal articles and reviewed conference proceedings
of which at least one (co-)author is/was a graduate student in a DMS graduate program.
The work was completed, in part or in total, while the (co-)author was a student.
There is an attempt to keep this list complete for works since 2000. Only papers
which have appeared in print in their final versions are listed here; this simplifies
webpage maintenance. Papers are listed in reverse chronological order (and then randomly
within the year). Graduate student authors are in **bold red**.

**Harris, Matthew**, D. Nicolsky, E. Pelinovsky, and A. Rybkin (2015). Runup of nonlinear long waves in trapezoidal bays: 1-d analytical theory and 2-d numerical computations. Pure and Applied Geophysics 172, 885–899, doi: 10.1007/s00024-014-1016-3.

**Odile Bastille**and A. Rybkin (2012). On the determinant formula in the inverse scattering procedure with a partially known steplike potential. Inverse Problems 28 (3), doi:10.1088/0266-5611/28/3/035001

- S. Avdonin and
**Victor Mikhaylov**(2010). The boundary control approach to inverse spectral theory. Inverse Problems 26 (4), 045009. - S. Avdonin and
**Anna Bulanova**(2010). Boundary control approach to the spectral estimation problem. The case of multiple poles, Math. Contr. Sign. Syst., doi 10.1007/s00498-010-0052-5. - S. Avdonin, G. Leugering and
**Victor Mikhaylov**(2010). On an inverse problem for tree-like networks of elastic strings, Zeit. Angew. Math. Mech. 90 (2), 136--150.

- S. Avdonin,
**Anna Bulanova**and**Dimitry Nicolsky**(2009). Boundary control approach to the spectral estimation problem. The case of simple poles , Sampling Theory in Signal and Image Processing 8 (2009), no. 3, 225--248. - E. Bueler and
**Jed Brown**(2009). The shallow shelf approximation as a "sliding law" in a thermomechanically coupled ice sheet model , J. Geophys. Res. 114 , F03008, doi:10.1029/2008JF001179. - E. A. Butcher, M. Sari, E. Bueler, and
**Tim Carlson**(2009). Magnus' expansion for time-periodic systems: parameter-dependent approximations, Commun. Nonlinear Sci. Numer. Simulat. 14 , 4226--4245.

- S. Avdonin and
**Victor Mikhailov**(2008). Controllability of partial differential equations on graphs , Appl. Math. 35 , 379--393. - S. Avdonin,
**Anna Bulanova**and D. Ovsyannikov (2008). Optimal cubature formulae related to solutions of initial boundary value problems, Vestnik St. Petersburg Univ., no. 2, 108--118.

- S. Avdonin,
**Anna Bulanova**, and W. Moran (2007). Construction of sampling and interpolating sequences for multi-band signals. The two band case , Int. J. Appl. Math. Comput. Sci. 17 (2), 143--156. - S. Avdonin,
**Victor Mikhaylov**, and A. Rybkin (2007). The Boundary Control Approach to the Titchmarsh-Weyl m−Function. I. The Response Operator and the A−Amplitude, Commun. Math. Phys. 275 , 791--803. - E. Bueler, C. Lingle, and
**Jed Brown**(2007). Fast computation of a viscoelastic deformable earth model for ice flow simulations, Ann. Glaciol. 46 , 97--105. - E. Bueler,
**Jed Brown**, and C. Lingle (2007). Exact solutions to the thermomechanically coupled shallow ice approximation: effective tools for verification, J. Glaciol. 53 (182), 499-516.

**Viktoria Averina**, I. Kolmanovsky, A. Gibson, Gary Song, and Ed Bueler (2005).*Analysis and Control of Delay-Dependent Behavior of Engine Air-To-Fuel Ratio*. IEEE Conference on Control Applications, August 2005, Toronto, Canada.- Ed Bueler, Craig Lingle,
**Jed Brown**, David Covey, and**Latrice Bowman**(2005).*Exact solutions and the verification of numerical models for isothermal ice sheets*. J. Glaciol. 51 (173), 291—306. - Haitao Ma, Venkatesh Deshmukh, Eric Butcher, and
**Victoria Averina**(2005).*Delayed State Feedback And Chaos Control For Time-Periodic Systems Via a Symbolic Approach*. Comm. Nonlinear Sci. Num. Sim., 10 no. 5, 479—497.

- Thomas, D.L.,
**Colleen Iannuzi**, and R. Barry (2004). A Bayesian Multinomial Model for Analyzing Categorical Habitat Selection Data , J. Agricultural, Biological and Environmental Statistics 9 , 432-442. **Belov, Sergei**and Rybkin, A. (2004)*On the existence of WKB-type asymptotics for the generalized eigenvectors of discrete string operators*. Bull. London Math. Soc. 36 no. 2, 241--251.**Belov, S. M**., Avdonina, N. B., Felfli, Z., Marletta, M., Msezane, A. Z., and Naboko, S. N. (2004).*Semiclassical approach to Regge poles trajectories calculations for nonsingular potentials: Thomas-Fermi type*. J. Phys. A 37 no. 27, 6943--6954.- E. A. Butcher, H. Ma, E. Bueler,
**Viktoria Averina**, and Z. Szabo (2004).*Stability of time-periodic delay-differential equations via Chebyshev polynomials*. Int. J. Numerical Methods in Engineering 59 no. 7, 895—922.

**Belov, S. M.**and Rybkin, A. V. (2003).*Higher order trace formulas of the Buslaev-Faddeev-type for the half-line Schrödinger operator with long-range potentials*, J. Math. Phys. 44 no. 7, 2748--2761.

- Avdonina, N. B.,
**Belov, S.**, Felfli, Z., Msezane, A. Z., and Naboko, S. N. (2002).*Semiclassical approach for calculating Regge-pole trajectories for singular potentials*, Phys. Rev. A (3) 66 no. 2, 022713, 7 pp.