Research summary:
Signal processing
The pulse processing problem.
Applied geometry
The isogeometric segmentation problem.
Differential geometry and its applications
Variational problems and ordinary differential equations in Riemannian manifolds and Lie groups.
Flag-transitive linear spaces and polynomials over finite fields.


Peer-reviewed publications

  1. C. McLean, M. Pauley and J. H. Manton
    Performance metrics for spectrum estimation.
    To appear in GlobalSIP 2017 Proceedings.
  2. M. Pauley, C. McLean and J. H. Manton,
    Numerical filtering of linear state-space models with Markov switching.
    ICASSP 2017, Pages 4172-4176.
  3. D. Fernandez-Ruiz, W. Y. Ng, L. E. Holz, J. Z. Ma, A. Zaid, Y. C. Wong, L. S. Lau, V. Mollard, A. Cozijnsen, N. Collins, J. Li, G. M. Davey, Y. Kato, S. Devi, R. Skandari, M. Pauley, J. H. Manton, D. I. Godfrey, A. Braun, S. S. Tay, P. S. Tan, D. G. Bowen, F. Koch-Nolte, B. Rissiek, F. R. Carbone, B. S. Crabb, M. Lahoud, I. A. Cockburn, S. N. Mueller, P. Bertolino, G. I. McFadden, I. Caminschi and W. R. Heath,
    Liver-Resident Memory CD8+ T Cells Form a Front-Line Defense against Malaria Liver-Stage Infection.
    Immunity, Volume 45, Issue 4, 2016, Pages 889-902.
  4. D. M. Nguyen, M. Pauley and B. Jüttler,
    Isogeometric segmentation: Construction of auxiliary curves.
    Computer-Aided Design, Volume 70, 2016, Pages 89-99.
  5. M. Pauley, D. M. Nguyen, D. Mayer, J. Špeh, O. Weeger and B. Jüttler,
    The isogeometric segmentation pipeline.
    Isogeometric Analysis and Applications 2014 proceedings, Lecture Notes in Computational Science and Engineering, Volume 107, Pages 51-72.
  6. B. Jüttler, M. Kapl, D. M. Nguyen, Q. Pan and M. Pauley,
    Isogeometric segmentation: The case of contractible solids without non-convex edges.
    Computer-Aided Design Volume 57, December 2014, Pages 74-90.
  7. D. M. Nguyen, M. Pauley and B. Jüttler
    Isogeometric segmentation. Part II: On the segmentability of contractible solids with nonconvex edges.
    Graphical Models, Volume 76, Issue 5, September 2014, Pages 426-439.
  8. Ó. Garay and M. Pauley,
    Non-geodesic particle trajectories with vanishing higher accelerations.
    Journal of Geometry and Physics, Volume 74, December 2013, 342-351.
  9. Ó. Garay and M. Pauley,
    Critical Curves for a Santaló Problem in 3-space forms.
    Journal of Mathematical Analysis and Applications 398, Issue 1 (2013) 80-99.
  10. M. Pauley and L. Noakes,
    Cubics and negative curvature.
    Differential Geometry and its Applications 30, Issue 6 (2012) 694-701.
  11. M. Pauley,
    Jupp and Kent's cubics in Lie groups.
    Journal of Mathematical Physics 52, (2011) 013515, 9pp.
  12. M. Pauley,
    Parabolic curves in Lie groups.
    Journal of Mathematical Physics 51 (2010) 053526, 10pp.
  13. M. Pauley and J. Bamberg,
    A construction of one-dimensional affine flag-transitive linear spaces.
    Finite Fields and Their Applications 14 (2008) 537-548.

Other publications

  1. Ó. Garay and M. Pauley,
    Lift-Off Fellowship report. Geodesics: a natural breeding ground for geometrical problems.
    Gazette of the Australian Mathematical Society 40, No. 4 (2013) 261-263.


Cubics, curvature and asymptotics - Phd Thesis, The University of Western Australia, 2011.

Flag-transitive linear spaces and line spreads of projective spaces - Honours thesis, The University of Western Australia, 2006.