PUBLICAÇÕES

  1. [16] J. S. Azevedo e S. P. Oliveira. A numerical comparison between quasi-Monte Carlo and sparse grid stochastic collocation methods. Communications on Computational Physics, aceito para publicação.
  2. [15] J. S. Azevedo, M. Murad, M. R. Borges e S. P. Oliveira. A Space-Time Multiscale Method for Computing Statistical Moments in Strongly Heterogeneous Poroelastic Media of Evolving Scales. International Journal for Numerical Methods in Engineering, aceito para publicação.
  3. [14] F. A. Dorini, M. C. C. Cunha e S. P. Oliveira (2011). Solução de Problemas Envolvendo Equações Diferenciais Sujeitas a Incertezas. TEMA, 12, p. 111-123.
  4. [13] S. P. Oliveira e G. Seriani (2011). Effect of element distortion on the numerical dispersion of spectral element methods. Communications on Computational Physics, 9(4), 937-958.
  5. [12] S. P. Oliveira e G. Seriani (2010). DFT modal analysis of spectral element methods for the 2D elastic wave equation. Journal of Computational and Applied Mathematics, 234(6), 1717-1724.
  6. [11] J. S. Azevedo, S. P. Oliveira e O. A. L. Lima (2009). Métodos estocásticos para modelagem de escoamento estacionário e transiente em meios porosos. Revista Brasileira de Geofísica, 27(2), 241-254.
  7. [10 ] S. P. Oliveira, A. Madureira e F. Valentin (2009). Weighted Quadrature Rules for Finite Element Methods. Journal of Computational and Applied Mathematics,227(1), 93-101.
  8. [9 ] G. Seriani e S. P. Oliveira (2009). Reply to Comment on 'Dispersion analysis of spectral element methods for elastic wave propagation'. Wave Motion, 46(1), 94-95
  9. [8 ] G. Seriani e S. P. Oliveira (2008). DFT modal analysis of spectral element methods for acoustic wave propagation . Journal of Computational Acoustics, 16(4), 531-561.
  10. [7 ] G. Seriani e S. P. Oliveira (2008). Dispersion analysis of spectral element methods for elastic wave propagation. Wave Motion, 45(6), 729-744
  11. [6 ] M. J. Porsani e S. P. Oliveira (2008). Linearized seismic waveform inversion using a multiple re- weighted least-squares method with QR preconditioning. Geophysical Prospecting, 56(1), 61-68.
  12. [5 ] G. Seriani e S. P. Oliveira (2007). Optimal blended spectral-element operators for acoustic wave modeling. Geophysics, 72(5), SM95-SM106.
  13. [4 ] L. Franca, S. P. Oliveira e M. Sarkis (2007). Continuous Q1-Q1 Stokes elements stabilized with non- conforming null edge average velocity functions. Mathematical Models and Methods in Applied Sciences, 17(3), 439-459.
  14. [3 ] N. R. Ferreira, M. J. Porsani e S. P. Oliveira (2003). A hybrid genetic and linear algorithm for 2-D inversion of sets of vertical electrical sounding. Revista Brasileira de Geofísica, 21(3), 235-248.
  15. [2 ] L. Franca e S. P. Oliveira (2003). Pressure bubbles stabilization features in the Stokes problem. Computer Methods in Applied Mechanics and Engineering, 192 (16-18), 1929-1937.
  16. [1 ] I. Harari, L. Franca e S. P. Oliveira (2001). Streamline design of stability parameters for advection-diffusion problems. Journal of Computational Physics, 171, 115-131.