Pascal Monasse's homepage
Engineer of Ponts et Chaussées
PhD at Ceremade, Paris: Contrast Invariant Representation of Digital
Images and Application to Registration
Working on: Image and Video processing, Mathematical Morphology
at
Work:
I am a researcher in applied mathematics at the CMLA
in ENS Cachan and at the
CEREMADE
in Paris. My PhD thesis focused on
a new contrast invariant representation of images, based on the inclusion
structure of level lines, which led to several applications: study and
implementation of the grain filter, a new adaptive quantization algorithm,
and especially image registration. If interested, take a look at the abstract or at some slides.
My current research interests are focused on video analysis, with emphasis
on motion in videos.
My master was about a totally different subject: the goal was to construct
a new family of wavelet bases on an interval, verifying prescribed boundary
conditions, in order to solve numerically Partial Differential Equations.
Some related links:
Publications:
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Affine Invariant Mathematical Morphology Applied to a Generic Shape Recognition
Algorithm, J.L. Lisani, L. Moisan, P. Monasse and J.M. Morel,
Proceedings
of the International Symposium on Mathematical Morphology, Palo Alto,
California, June 2000. Abstract
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Scale-Space
from a Level Lines Tree, P. Monasse and F. Guichard, Journal of
Visual Communication and Image Representation, No. 11, pp. 224-236,
June 2000. Abstract
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Fast Computation of a Contrast
Invariant Image Representation (812 kB), P. Monasse and F. Guichard,
IEEE
Transactions on Image Processing, Vol. 9, No. 5, pp. 860-872,
May 2000. Abstract
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Contrast Invariant Registration
of images (498 kB), P. Monasse, Proceedings of the International
Conference on Acoustics, Speech and Signal Processing, Phoenix, Arizona,
Vol. 6, pp. 3221-3224, 1999. Abstract
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Orthonormal Wavelet
Bases Adapted for Partial Differential Equations With Boundary Conditions,
P. Monasse and V. Perrier, SIAM Journal of Mathematical Analysis,
Vol. 29, No. 4, pp. 1040-1065, July 1998. Abstract
Contact: monasse@cmla.ens-cachan.fr