Isabel N. Figueiredo
University of Coimbra
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Featured researches published by Isabel N. Figueiredo.
IEEE Transactions on Medical Imaging | 2014
Alexander V. Mamonov; Isabel N. Figueiredo; Pedro Figueiredo; Yen-Hsi Richard Tsai
Colorectal polyps are important precursors to colon cancer, a major health problem. Colon capsule endoscopy is a safe and minimally invasive examination procedure, in which the images of the intestine are obtained via digital cameras on board of a small capsule ingested by a patient. The video sequence is then analyzed for the presence of polyps. We propose an algorithm that relieves the labor of a human operator analyzing the frames in the video sequence. The algorithm acts as a binary classifier, which labels the frame as either containing polyps or not, based on the geometrical analysis and the texture content of the frame.We assume that the polyps are characterized as protrusions that are mostly round in shape. Thus, a best fit ball radius is used as a decision parameter of the classifier. We present a statistical performance evaluation of our approach on a data set containing over 18 900 frames from the endoscopic video sequences of five adult patients. The algorithm achieves 47% sensitivity per frame and 81% sensitivity per polyp at a specificity level of 90%. On average, with a video sequence length of 3747 frames, only 367 false positive frames need to be inspected by an operator.
International Journal of Engineering Science | 1995
Isabel N. Figueiredo; L. Trabucho
Abstract In this work we consider a class of dynamical contact problems with friction in the framework of thermoelasticity and thermoviscoelasticity theories. The results are valid for both elastic and viscoelastic materials (with short and long memory terms), for contact conditions, of the power law type, both on the normal and on the tangential stress components, including also unilateral contact conditions on the temperature or heat flux. Some existence and nonexistence; unicity and nonunicity results are presented, as a function of the relationship between the elasticity, viscous, thermal and contact coefficients. This work extends previous results of Duvaut and Lions and of Martins and Oden for the elastodynamics case. We use a penalty method in order to take into account the variational inequality equations and a regularization method for the approximation of the friction functional.
Siam Journal on Mathematical Analysis | 1999
Dorin Bucur; Giuseppe Buttazzo; Isabel N. Figueiredo
We consider the subset E of
Diagnostic and Therapeutic Endoscopy | 2011
Pedro Figueiredo; Isabel N. Figueiredo; Surya Prasath; Richard Tsai
\RR^2
Archive | 2001
A. Pinto da Costa; Isabel N. Figueiredo; Joaquim J. Júdice; José Martins
of all points whose first and second components, respectively, coincide with the first and second eigenvalues of the Laplace operator
Computer methods in biomechanics and biomedical engineering. Imaging & visualization | 2013
Isabel N. Figueiredo; Sunil Kumar; Carlos Leal; Pedro Figueiredo
-\Delta
Computers in Biology and Medicine | 2015
Isabel N. Figueiredo; Sunil Kumar; Carlos Manta Oliveira; João Diogo Ramos; Björn Engquist
with zero boundary conditions on domains of
Journal of Elasticity | 2006
Isabel N. Figueiredo; Carlos Leal
\RR^N
international conference of the ieee engineering in medicine and biology society | 2012
V. B. Surya Prasath; Isabel N. Figueiredo; Pedro Figueiredo; Kannappan Palaniappan
with prescribed measure. We show that the set E is closed in
mUX: The Journal of Mobile User Experience | 2016
Isabel N. Figueiredo; Carlos Leal; Luís Abegão Pinto; Jason Bolito; André Lemos
\RR^2