Alpha shape theory for 3D visualization and volumetric measurement of brain tumor progression using magnetic resonance images
Resection of brain tumors is a tricky task in surgery due to its direct influence on the patients'
survival rate. Determining the tumor resection extent for its complete information via-à-vis …
survival rate. Determining the tumor resection extent for its complete information via-à-vis …
Alpha shapes applied to molecular shape characterization exhibit novel properties compared to established shape descriptors
JA Wilson, A Bender, T Kaya… - Journal of chemical …, 2009 - ACS Publications
Despite considerable efforts, description of molecular shape is still largely an unresolved
problem. Given the importance of molecular shape in the description of spatial interactions …
problem. Given the importance of molecular shape in the description of spatial interactions …
Properties of gauss digitized shapes and digital surface integration
This paper presents new topological and geometric properties of Gauss digitizations of
Euclidean shapes, most of them holding in arbitrary dimension d. We focus on r-regular …
Euclidean shapes, most of them holding in arbitrary dimension d. We focus on r-regular …
PuzzleBoard: A New Camera Calibration Pattern with Position Encoding
P Stelldinger, N Schönherr, J Biermann - arxiv preprint arxiv:2409.20127, 2024 - arxiv.org
Accurate camera calibration is a well-known and widely used task in computer vision that
has been researched for decades. However, the standard approach based on checkerboard …
has been researched for decades. However, the standard approach based on checkerboard …
α-shapes for local feature detection
Local image features are routinely used in state-of-the-art methods to solve many computer
vision problems like image retrieval, classification, or 3D registration. As the applications …
vision problems like image retrieval, classification, or 3D registration. As the applications …
WαSH: Weighted α-Shapes for Local Feature Detection
Depending on the application, local feature detectors should comply with properties that are
often contradictory, eg distinctiveness vs. robustness. Providing a good balance is a …
often contradictory, eg distinctiveness vs. robustness. Providing a good balance is a …
Monotonic sampling of a continuous closed curve with respect to its gauss digitization: application to length estimation
É Le Quentrec, L Mazo, É Baudrier, M Ta**e - Journal of Mathematical …, 2022 - Springer
In many applications of geometric processing, the border of a continuous shape and of its
digitization (ie, its pixelated representation) should be matched. Assuming that the …
digitization (ie, its pixelated representation) should be matched. Assuming that the …
Local turn-boundedness: a curvature control for continuous curves with application to digitization
É Le Quentrec, L Mazo, É Baudrier, M Ta**e - Journal of Mathematical …, 2020 - Springer
This article focuses on the classical problem of the control of information loss during the
digitization step. The properties proposed in the literature rely on smoothness hypotheses …
digitization step. The properties proposed in the literature rely on smoothness hypotheses …
Smoothness of boundaries of regular sets
P Duarte, MJ Torres - Journal of mathematical imaging and vision, 2014 - Springer
Smoothness of Boundaries of Regular Sets | SpringerLink Skip to main content Advertisement
SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Journal of …
SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Journal of …
3D Delaunay triangulation of non-uniform point distributions
SH Lo - Finite Elements in Analysis and Design, 2014 - Elsevier
In view of the simplicity and the linearity of regular grid insertion, a multi-grid insertion
scheme is proposed for the three-dimensional Delaunay triangulation of non-uniform point …
scheme is proposed for the three-dimensional Delaunay triangulation of non-uniform point …