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Instituto de Matemáticas Aplicadas UCV
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Publicaciones

  1. Durán, M., Muga, I., Nédélec, J., "The Outgoing Time-Harmonic Elastic Wave in a Half-Plane with Free Boundary", SIAM Journal on Applied Mathematicsx, 71, 2, 443–464, 2011
  2. Zitelli, J., Muga, I., Demkowicz, L., Gopalakrishnan, J., Pardo, D., Calo, V., "A class of discontinuous Petrov–Galerkin methods. Part IV: The optimal test norm and time-harmonic wave propagation in 1D", Journal of Computational Physics, 230, 7, 2406–2432, 2011
  3. Valenzuela, F., "Equivalent Conditions for Hyperbolicity on Partially Hyperbolic Holomorphic Maps", Indiana University Mathematics Journal, 60, 1363-1392, 2011
  4. Wiff, R., Quiroz, J., Contreras, F, Barrientos, M., "Discrimination of environmental variables that influence the catch per unit effort: the case of the Antarctic krill fishery", Latin american journal of aquatic research, 39, 1, 71-81, 2011
  5. Wiff, R., Quiroz, J., Cubilos, L., Barrientos, M., "Vulnerability to exploitation of the yellownose skate (Dipturus chilensis) o southern Chile", Fisheries Research, 109, 2-3, 225–233, 2011
  6. Durán, M., Nédélec, J. C., Ossandón, S., "An Efficient Galerkin BEM to Compute High Acoustic Eigenfrequencies", Journal of Vibration and Acoustics, 131, 3, 031001 (9 pages), 2009
  7. Durán, M., Muga, I., Nédélec, J., "Radiation condition and uniqueness for the outgoing elastic wave in a half-plane with free boundary", Comptes Rendus Mathematique, 347, 21-22, 1321-1324, 2009
  8. Durán, M., Muga, I., Nédélec, J-C., "The Helmholtz Equation in a Locally Perturbed Half-Space with Non-Absorbing Boundary", Archive for Rational Mechanics and Analysis, 191, 1, 143-172, 2009
  9. Vásquez, C., "Stable ergodicity for partially hyperbolic attractors with positive central Lyapunov exponents", Journal of Modern Dynamics, 3, 22, 233–251, 2009
  10. Muga, I., Ossandón, S., "A Method to Compute the Surface Green’s Function of Piezoelectric Half-space", SCIENTIA, 13, Series A: Mathematical Sciences, 84-91, 2006
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