# TAMU Math Publications 2011

## Michael Anshelevich

M. Anshelevich, Two-state free Brownian motions,

*J. Funct. Anal.***260**(2011), 541-565.

## Ronald DeVore

R. DeVore, G. Petrova and P. Wojtaczszyk, Approximating functions of few variables in high dimensions,

*Constr. Approx.***33**(2011), 125-143.

## Ronald Douglas

L. Chen, R.G. Douglas and K. Guo, On the double commutant of Cowen–Douglas operators,

*J. Funct. Anal.***260**(2011), 1925-1943.R.G. Douglas, Variations on a theme of Beurling,

*Recent Advances in Function Related Operator Theory (Rincon, Puerto Rico, 2010)*, New York J. Math.**17a**(2011), 1-10.R.G. Douglas and P.W. Nowak, Invariant expectations and vanishing of bounded cohomology for exact groups,

*J. Topo. Anal.***3**(2011), no. 1, 1-19.R.G. Douglas, S. Sun and D. Zheng, Multiplication operators on the Bergman space via analytic continuation,

*Adv. Math.***226**(2011), 541-583.

## Yalchin Efendiev

Y. Efendiev, J. Galvis and P. Vassielvski, Spectral element agglomerate algebraic multigrid methods for elliptic problems with high-contrast coefficients, in

*Domain Decomposition Methods in Science and Engineering XIX*, 407-414, Y. Huang, R. Kornhuber, O. Widlund, and J. Xu (eds.),*Lecture Notes in Computational Science and Engineering*, Vol. 78, Part 3, Springer-Verlag, 2011.Y. Efendiev and J. Galvis, A domain decomposition preconditioner for multiscale high-contrast problems, in

*Domain Decomposition Methods in Science and Engineering XIX*, 189-196, Y. Huang, R. Kornhuber, O. Widlund, and J. Xu (eds.),*Lecture Notes in Computational Science and Engineering*, Vol. 78, Part 2, Springer-Verlag, 2011.

## Tamás Erdélyi

T. Erdélyi, Orthogonality and the maximum of Littlewood cosine polynomials,

*Acta Arith.***146**(2011), no. 1, 215-231.T. Erdélyi, Sieve-type lower bounds for the Mahler measure of polynomials on subarcs,

*Comput. Methods Function Theory***11**(2011), no. 1, 213-228.

## Ciprian Foias

C. Foias, I.B. Jung, E. Ko, and C. Pearcy, Spectral decomposability of rank-one perturbation of normal operators,

*J. Math. Anal. Appl.***375**(2011), 602-609.

## Jean-Luc Guermond

J.-L. Guermond and R. Pasquetti, Entropy viscosity method for high-order approximations of conservation laws,

*Lecture Notes Comput. Sci. Engrg., Springer***76**(2011), 411-418.J.-L. Guermond, R. Pasquetti and B. Popov, From suitable weak solutions to entropy viscosity,

*Quality and Reliability of Large-Eddy Simulations II, ERCOFTAC Series, 1***16**(2011), Part 3, 373-390.

## Peter Howard

P. Howard, Spectral analysis for periodic solutions of the Cahn-Hilliard equation on R,

*Nonlinear Differential Equations Appl.***18**(2011) 1-26.

## Paulo Lima-Filho

P.F. dos Santos and P. Lima-Filho, Integral Deligne cohomology of real varieties,

*Math. Ann.*(2011), 44 pp.

## Riad Masri

B.D. Kim, R. Masri and T.H. Yang, Nonvanishing of Hecke L-functions and the Bloch–Kato conjecture,

*Math. Ann.***349**(2011), 301-343.A. Folsom and R. Masri, The asymptotic distribution of traces of Maass-Poincaré series,

*Adv. Math.***226**(2011), 3724-3759.

## Guergana Petrova

R. DeVore, G. Petrova and P. Wojtaszczyk, Approximation of functions of few variables in high dimensions,

*Constr. Approx.***33(1)**(2011), 125-143.

## William Rundell

M. Hanke and W. Rundell, On rational approximation methods for inverse source problems and inverse obstacle problems,

*Inverse Problems and Imaging***5**(2011), 1-17.

## Steven Taliaferro

S. Taliaferro, Initial blow-up of solutions of semilinear parabolic inequalities,

*J. Differential Equations***250**(2011), 892-928.

Last modified April 20, 2011 by RLC.