Calabi, L.,
Hartnett, W.E.,
Shape Recognition, Prairie Fires, Convex Deficiencies and Skeletons,
AMM(75), 1968, pp. 335-342.
BibRef
6800
Maragos, P.A.,
Schafer, R.W.,
Morphological Skeleton Representation and Coding of Binary Images,
ASSP(34), October 1986, pp. 1228-1244.
See also Two-Dimensional Linear Prediction and Its Application to Adaptive Predictive Coding of Images.
BibRef
8610
Sinha, R.M.K.,
A Width-Independent Algorithm for Character Skeleton Estimation,
CVGIP(40), No. 3, December 1987, pp. 388-397.
Elsevier DOI Skeletons of thick characters.
BibRef
8712
Goutsias, J.,
Schonfeld, D.,
Morphological Representation of Discrete and Binary Images,
TSP(39), June 1991, pp. 1369-1379.
See also Morphological Analysis of Discrete Random Shapes.
BibRef
9106
Schonfeld, D.,
Goutsias, J.,
On the Morphological Representation of Binary Images in a
Noisy Environment,
JVCIR(2), 1991, pp. 17-30.
Restoration:
See also Optimal Morphological Pattern Restoration from Noisy Binary Images. Representation:
See also On the Invertibility of the Morphological Representation of Binary Images.
BibRef
9100
Trahanias, P.E.,
Binary Shape Recognition Using the Morphological Skeleton Transform,
PR(25), No. 11, November 1992, pp. 1277-1288.
Elsevier DOI
BibRef
9211
Mayya, N.,
Rijan, V.T.,
An Efficient Shape Representation Scheme Using Voronoi Skeletons,
PRL(16), No. 2, February 1995, pp. 147-160.
BibRef
9502
Chen, S.S.,
Shih, F.Y.,
Skeletonization for Fuzzy Degraded Character Images,
IP(5), No. 10, October 1996, pp. 1481-1485.
IEEE DOI
9610
OCR.
BibRef
Ahuja, N.,
Chuang, J.H.[Jen-Hui],
Shape Representation Using a Generalized Potential-Field Model,
PAMI(19), No. 2, February 1997, pp. 169-176.
IEEE DOI
9703
Efficient derivation of the MAT using a potential field model.
See also Skeletonization of Three-Dimensional Object Using Generalized Potential Field.
BibRef
Amenta, N.[Nina],
Bern, M.[Marshall],
Eppstein, D.[David],
The Crust and the -Skeleton: Combinatorial Curve Reconstruction,
GMIP(60), No. 2, March 1998, pp. 125-135.
BibRef
9803
Rocha, J.,
Bernardino, R.,
Singularities and Regularities on Line Pictures via
Symmetrical Trapezoids,
PAMI(20), No. 4, April 1998, pp. 391-395.
IEEE DOI
9806
BibRef
Earlier:
ICDAR97(809-812).
IEEE DOI
9708
Generate a skeleton of the character using pieces of ribbons.
BibRef
Foresti, G.L.,
Regazzoni, C.S.,
Statistical morphological skeleton for representing and coding noisy
shapes,
VISP(146), No. 2, April 1999, pp. 85.
BibRef
9904
Regazzoni, C.S.,
Foresti, G.L.,
Venetsanopoulos, A.N.,
3D pose estimation and shape coding of moving objects based on
statistical morphological skeleton,
ICIP95(III: 612-615).
IEEE DOI
9510
BibRef
Earlier:
Shape representation from image sequences by using binary statistical
morphology,
ICIP94(II: 106-110).
IEEE DOI
9411
BibRef
Mukherjee, J.[Jayanta],
Kumar, M.A.[M. Aswatha],
Das, P.P.,
Chatterji, B.N.,
Fast computation of cross-sections of 3D objects from their Medial Axis
Transforms,
PRL(21), No. 6-7, June 2000, pp. 605-613.
0006
BibRef
Mukherjee, J.,
Kumar, M.A.[M. Aswatha],
Das, P.P.,
Chatterji, B.N.,
Use of medial axis transforms for computing normals at boundary points,
PRL(23), No. 14, December 2002, pp. 1649-1656.
Elsevier DOI
0208
BibRef
Cloppet, F.[Florence],
Oliva, J.M.[Jean-Michel],
Stamon, G.[George],
Angular Bisector Network, a Simplified Generalized Voronoi Diagram:
Application to Processing Complex Intersections in Biomedical Images,
PAMI(22), No. 1, January 2000, pp. 120-128.
IEEE DOI
0003
Generating descriptions of shapes (e.g. cells) where there are
overlaps.
BibRef
El-Kwae, E.A.[Essam A.],
Kabuka, M.R.[Mansur R.],
Binary object representation and recognition using the Hilbert
morphological skeleton transform,
PR(33), No. 10, October 2000, pp. 1621-1636.
Elsevier DOI
0006
BibRef
Kégl, B.[Balazs],
Krzyzak, A.[Adam],
Piecewise Linear Skeletonization Using Principal Curves,
PAMI(24), No. 1, January 2002, pp. 59-74.
IEEE DOI
0201
BibRef
Earlier:
ICPR00(Vol III: 131-134).
IEEE DOI
0009
OCR
BibRef
Pizer, S.M.[Stephen M.],
Guest Editorial Medial and Medical: A Good Match for Image Analysis,
IJCV(55), No. 2-3, November-December 2003, pp. 79-84.
DOI Link
0310
BibRef
Pizer, S.M.[Stephen M.],
Fletcher, P.T.[P. Thomas],
Joshi, S.C.[Sarang C.],
Thall, A.[Andrew],
Chen, J.Z.[James Z.],
Fridman, Y.[Yonatan],
Fritsch, D.S.[Daniel S.],
Gash, A.G.[A. Graham],
Glotzer, J.M.[John M.],
Jiroutek, M.R.[Michael R.],
Lu, C.L.[Cong-Lin],
Muller, K.E.[Keith E.],
Tracton, G.[Gregg],
Yushkevich, P.A.[Paul A.],
Chaney, E.L.[Edward L.],
Deformable M-Reps for 3D Medical Image Segmentation,
IJCV(55), No. 2-3, November-December 2003, pp. 85-106.
DOI Link
0310
BibRef
Fletcher, P.T.,
Lu, C.,
Pizer, S.M.,
Joshi, S.C.,
Principal Geodesic Analysis for the Study of Nonlinear Statistics of
Shape,
MedImg(23), No. 8, August 2004, pp. 995-1005.
IEEE Abstract.
0409
BibRef
Fletcher, P.T.[P. Thomas],
Venkatasubramanian, S.[Suresh],
Joshi, S.C.[Sarang C.],
Robust statistics on Riemannian manifolds via the geometric median,
CVPR08(1-8).
IEEE DOI
0806
BibRef
Fletcher, P.T.,
Lu, C.L.[Cong-Lin],
Joshi, S.C.,
Statistics of shape via principal geodesic analysis on lie groups,
CVPR03(I: 95-101).
IEEE DOI
0307
medial descriptions are in fact elements of a Lie group.
Use this to design recognition method.
BibRef
Pizer, S.M.[Stephen M.],
Fletcher, P.T.[P. Thomas],
Thall, A.[Andrew],
Styner, M.[Martin],
Gerig, G.[Guido],
Joshi, S.C.[Sarang C.],
Object models in multiscale intrinsic coordinates via m-reps,
IVC(21), No. 1, January 2003, pp. 5-15.
Elsevier DOI
0301
BibRef
Styner, M.[Martin],
Gerig, G.[Guido],
Joshi, S.C.[Sarang C.],
Pizer, S.M.[Stephen M.],
Automatic and Robust Computation of 3D Medial Models Incorporating
Object Variability,
IJCV(55), No. 2-3, November-December 2003, pp. 107-122.
DOI Link
0310
BibRef
Lu, C.L.[Cong-Lin],
Pizer, S.M.[Stephen M.],
Joshi, S.C.[Sarang C.],
Jeong, J.Y.[Ja-Yeon],
Statistical Multi-Object Shape Models,
IJCV(75), No. 3, December 2007, pp. 387-404.
Springer DOI
0710
BibRef
di Ruberto, C.[Cecilia],
Recognition of shapes by attributed skeletal graphs,
PR(37), No. 1, January 2004, pp. 21-31.
Elsevier DOI
0311
Object shape and topology from skeleton.
BibRef
Sebastian, T.B.[Thomas B.],
Klein, P.N.[Philip N.],
Kimia, B.B.[Benjamin B.],
Recognition of shapes by editing their shock graphs,
PAMI(26), No. 5, May 2004, pp. 550-571.
IEEE Abstract.
0404
BibRef
Earlier:
Recognition of Shapes by Editing Shock Graphs,
ICCV01(I: 755-762).
IEEE DOI
0106
BibRef
Earlier:
Alignment-Based Recognition of Shape Outlines,
VF01(606 ff.).
Springer DOI
0209
Variant of MAT. Use for recognition.
BibRef
Torsello, A.[Andrea],
Hancock, E.R.[Edwin R.],
A Skeletal Measure of 2D Shape Similarity,
CVIU(95), No. 1, July 2004, pp. 1-29.
Elsevier DOI
0407
BibRef
Earlier:
VF01(260 ff.).
Springer DOI
0209
Similarity measure using skeleton.
See also Learning Shape-Classes Using a Mixture of Tree-Unions.
BibRef
Torsello, A.[Andrea],
Hancock, E.R.[Edwin R.],
Correcting Curvature-Density Effects in the Hamilton-Jacobi Skeleton,
IP(15), No. 4, April 2006, pp. 877-891.
IEEE DOI
0604
BibRef
Earlier:
Curvature correction of the Hamilton-Jacobi skeleton,
CVPR03(I: 828-834).
IEEE DOI
0307
BibRef
And:
Curvature Dependent Skeletonization,
SCIA03(200-207).
Springer DOI
0310
BibRef
And:
ICIP03(I: 337-340).
IEEE DOI
0312
BibRef
Torsello, A.[Andrea],
Robles-Kelly, A.[Antonio],
Hancock, E.R.[Edwin R.],
Discovering Shape Classes using Tree Edit-Distance and Pairwise
Clustering,
IJCV(72), No. 3, May 2007, pp. 259-285.
Springer DOI
0702
Shape classes from shock trees.
Transform the tree edit distance problem into a series of
maximum weight clique problems.
Relaxation labeling to find solution.
See also Graph embedding using tree edit-union.
BibRef
Luo, B.,
Robles-Kelly, A.,
Torsello, A.,
Wilson, R.C.,
Hancock, E.R.,
Discovering Shape Categories by Clustering Shock Trees,
CAIP01(152-160).
Springer DOI
0210
BibRef
And:
Learning Shape Categories by Clustering Shock Trees,
ICIP01(III: 672-675).
IEEE DOI
0108
BibRef
Damon, J.N.[James N.],
Determining the Geometry of Boundaries of Objects from Medial Data,
IJCV(63), No. 1, June 2005, pp. 45-64.
Springer DOI
0501
A region with a smooth boundary and a medial axis, determine the region.
BibRef
Damon, J.N.[James N.],
On the Smoothness and Geometry of Boundaries Associated to Skeletal
Structures I: Sufficient Conditions for Smoothness,
Annales Inst. Fourier(53), 2003, pp. 1941-1985.
BibRef
0300
Damon, J.N.[James N.],
Tree Structure for Contractible Regions in R3,
IJCV(74), No. 2, August 2007, pp. 103-116.
Springer DOI
0705
Derive Blum medial axis, attach parts along fin curves.
BibRef
Mosorov, V.[Volodymyr],
A main stem concept for image matching,
PRL(26), No. 8, June 2005, pp. 1105-1117.
Elsevier DOI
0506
The main stem is a global image feature defined as a tree of
reduced components without redundant and noise components.
BibRef
Yushkevich, P.A.[Paul A.],
Zhang, H.[Hui],
Gee, J.C.[James C.],
Continuous Medial Representation for Anatomical Structures,
MedImg(25), No. 12, December 2006, pp. 1547-1564.
IEEE DOI
0701
BibRef
Yushkevich, P.A.[Paul A.],
Zhang, H.[Hui],
Simon, T.J.[Tony J.],
Gee, J.C.[James C.],
Structure-Specific Statistical Mapping of White Matter Tracts using the
Continuous Medial Representation,
MMBIA07(1-8).
IEEE DOI
0710
BibRef
Tang, Y.Y.[Yuan Yan],
You, X.G.[Xin-Ge],
Skeletonization of ribbon-like shapes based on a new wavelet function,
PAMI(25), No. 9, September 2003, pp. 1118-1133.
IEEE Abstract.
0309
Finding the two parallel sides.
BibRef
You, X.G.[Xin-Ge],
Tang, Y.Y.[Yuan Yan],
Wavelet-Based Approach to Character Skeleton,
IP(16), No. 5, May 2007, pp. 1220-1231.
IEEE DOI
0704
BibRef
You, X.G.[Xin-Ge],
Fang, B.[Bin],
Tang, Y.Y.[Yuan Yan],
Wavelet-Based Approach for Skeleton Extraction,
WACV05(I: 228-233).
IEEE DOI
0502
BibRef
You, X.G.[Xin-Ge],
Tang, Y.Y.[Yuan Y.],
Zhang, W.P.[Wei-Peng],
Sun, L.[Lu],
Skeletonization of Character Based on Wavelet Transform,
CAIP03(140-148).
Springer DOI
0311
BibRef
Demirci, M.F.[M. Fatih],
Shokoufandeh, A.[Ali],
Dickinson, S.J.[Sven J.],
Skeletal Shape Abstraction from Examples,
PAMI(31), No. 5, May 2009, pp. 944-952.
IEEE DOI
0903
Learning an abstract shape prototype using medial axis graphs.
BibRef
Akimaliev, M.[Marlen],
Demirci, M.F.[M. Fatih],
Improving skeletal shape abstraction using multiple optimal solutions,
PR(48), No. 11, 2015, pp. 3504-3515.
Elsevier DOI
1506
BibRef
Earlier:
Shape Abstraction through Multiple Optimal Solutions,
ISVC11(II: 588-596).
Springer DOI
1109
Shape abstraction
BibRef
Lee, T.S.H.[Tom S.H.],
Fidler, S.[Sanja],
Levinshtein, A.[Alex],
Dickinson, S.J.[Sven J.],
Learning Categorical Shape from Captioned Images,
CRV12(228-235).
IEEE DOI
1207
BibRef
Macrini, D.[Diego],
Dickinson, S.J.[Sven J.],
Fleet, D.J.[David J.],
Siddiqi, K.[Kaleem],
Object categorization using bone graphs,
CVIU(115), No. 8, August 2011, pp. 1187-1206.
Elsevier DOI
1101
Medial shape representation; Graph-based shape representation; Inexact
graph matching; Object categorization
See also Optimal Image and Video Closure by Superpixel Grouping.
BibRef
van Eede, M.,
Macrini, D.,
Telea, A.C.,
Sminchisescu, C.,
Dickinson, S.J.,
Canonical Skeletons for Shape Matching,
ICPR06(II: 64-69).
IEEE DOI
0609
BibRef
Telea, A.C.,
Sminchisescu, C.[Cristian],
Dickinson, S.J.[Sven J.],
Optimal inference for hierarchical skeleton abstraction,
ICPR04(IV: 19-22).
IEEE DOI
0409
BibRef
Ramanan, D.[Deva],
Sminchisescu, C.[Cristian],
Training Deformable Models for Localization,
CVPR06(I: 206-213).
IEEE DOI
0606
BibRef
Liu, H.Z.[Hong-Zhi],
Wu, Z.H.[Zhong-Hai],
Hsu, D.F.[D. Frank],
Peterson, B.S.[Bradley S.],
Xu, D.R.[Dong-Rong],
On the generation and pruning of skeletons using generalized Voronoi
diagrams,
PRL(33), No. 16, 1 December 2012, pp. 2113-2119.
Elsevier DOI
1210
Skeletonization; Generalized Voronoi diagram; Skeleton pruning;
Reconstruction contribution; Visual contribution; Generalized Voronoi
skeleton (GVS)
BibRef
Liu, H.Z.[Hong-Zhi],
Wu, Z.H.[Zhong-Hai],
Zhang, X.[Xing],
Hsu, D.F.[D. Frank],
A skeleton pruning algorithm based on information fusion,
PRL(34), No. 10, 15 July 2013, pp. 1138-1145.
Elsevier DOI
1306
Skeleton pruning; Multi-objective decision-making;
Information fusion; Combinatorial fusion; Cognitive diversity
BibRef
Leborgne, A.[Aurélie],
Mille, J.[Julien],
Tougne, L.[Laure],
Noise-resistant Digital Euclidean Connected Skeleton for graph-based
shape matching,
JVCIR(31), No. 1, 2015, pp. 165-176.
Elsevier DOI
1508
BibRef
Earlier:
Extracting Noise-Resistant Skeleton on Digital Shapes for Graph
Matching,
ISVC14(I: 293-302).
Springer DOI
1501
Skeletonization
BibRef
Liu, Y.,
Semi-Continuity of Skeletons in Two-Manifold and Discrete Voronoi
Approximation,
PAMI(37), No. 9, September 2015, pp. 1938-1944.
IEEE DOI
1508
Approximation methods
BibRef
Saha, P.K.[Punam Kumar],
Borgefors, G.[Gunilla],
Skeletonization and its application,
PRL(76), No. 1, 2016, pp. 1-2.
Elsevier DOI
1605
Special section introduction.
BibRef
Chatbri, H.[Houssem],
Kameyama, K.[Keisuke],
Kwan, P.[Paul],
A comparative study using contours and skeletons as shape
representations for binary image matching,
PRL(76), No. 1, 2016, pp. 59-66.
Elsevier DOI
1605
Skeletonization
BibRef
Xu, C.[Chao],
Zhou, D.X.[Dong-Xiang],
Liu, Y.H.[Yun-Hui],
An Algorithm of Connecting Broken Objects Based on the Skeletons,
IEICE(E99-D), No. 11, November 2016, pp. 2832-2835.
WWW Link.
1611
BibRef
Shen, W.[Wei],
Jiang, Y.[Yuan],
Gao, W.J.[Wen-Jing],
Zeng, D.[Dan],
Wang, X.G.[Xing-Gang],
Shape recognition by bag of skeleton-associated contour parts,
PRL(83, Part 3), No. 1, 2016, pp. 321-329.
Elsevier DOI
1609
Shape recognition
BibRef
Shen, W.[Wei],
Du, C.[Chenting],
Jiang, Y.[Yuan],
Zeng, D.[Dan],
Zhang, Z.J.[Zhi-Jiang],
Bag of Shape Features with a learned pooling function for shape
recognition,
PRL(106), 2018, pp. 33-40.
Elsevier DOI
1804
BibRef
Shen, W.[Wei],
Gao, W.J.[Wen-Jing],
Jiang, Y.[Yuan],
Zeng, D.[Dan],
Zhang, Z.J.[Zhi-Jiang],
Shape recognition by bag of contour fragments with a learned pooling
function,
ICIP17(1037-1041)
IEEE DOI
1803
Animals, Feature extraction, Histograms, Quantization (signal),
Shape, Support vector machines, Visualization,
max pooling
BibRef
Lomov, N.,
Arseev, S.,
Neural Networks for Shape Recognition By Medial Representation,
PTVSBB19(137-142).
DOI Link
1912
BibRef
Durix, B.[Bastien],
Chambon, S.[Sylvie],
Leonard, K.[Kathryn],
Mari, J.L.[Jean-Luc],
Morin, G.[Géraldine],
The Propagated Skeleton: A Robust Detail-Preserving Approach,
DGCI19(343-354).
Springer DOI
1905
BibRef
Willaume, P.,
Parrend, P.,
Gancel, E.,
Deruyver, A.,
Skeletonization and 3D graph approach for thin objects recognition in
pick and place tasks,
MVA17(121-124)
DOI Link
1708
Cameras, Image edge detection, Robots, Shape, Skeleton, Solid modeling,
Three-dimensional, displays
BibRef
Beumier, C.,
Neyt, X.,
Camera motion compensation from T-junctions in distance map skeleton,
WSSIP17(1-5)
IEEE DOI
1707
Cameras, Feature extraction, Image edge detection,
Image registration, Image sequences, Skeleton,
Camera motion compensation, Distance map, Image registration,
Skeleton, T-junction
BibRef
Leborgne, A.,
Mille, J.,
Tougne, L.,
Hierarchical skeleton for shape matching,
ICIP16(3603-3607)
IEEE DOI
1610
Databases
BibRef
Durix, B.,
Morin, G.,
Chambon, S.,
Roudet, C.,
Garnier, L.,
Skeleton-based multiview reconstruction,
ICIP16(4047-4051)
IEEE DOI
1610
Extremities
BibRef
Brianskiy, S.A.,
Sidyakin, S.V.,
Vizilter, Y.V.,
Orientation Spectrum Algorithm Development,
PTVSBB15(13-18).
DOI Link
1508
Maragos pattern spectra. continuous skeletons.
BibRef
Youssef, R.[Rabaa],
Kacem, A.[Anis],
Sevestre-Ghalila, S.[Sylvie],
Chappard, C.[Christine],
Graph Structuring of Skeleton Object for Its High-Level Exploitation,
ICIAR15(419-426).
Springer DOI
1507
BibRef
Feng, C.[Cong],
Jalba, A.C.[Andrei C.],
Telea, A.C.[Alexandru C.],
Part-Based Segmentation by Skeleton Cut Space Analysis,
ISMM15(607-618).
Springer DOI
1506
BibRef
Serino, L.[Luca],
Arcelli, C.[Carlo],
Approximating the Skeleton for Fine-to-Coarse Shape Representation,
CIAP13(I:111-120).
Springer DOI
1311
See also Distance-Driven Skeletonization in Voxel Images.
BibRef
Serino, L.[Luca],
di Baja, G.S.[Gabriella Sanniti],
Skeleton Pruning Based on Elongation and Size of Object's Limbs and
Boundary's Convexities,
CIARP17(609-617).
Springer DOI
1802
BibRef
Serino, L.[Luca],
Sanniti di Baja, G.[Gabriella],
Using local convexities as anchor points for 3D curve skeletonization,
ICPR16(2854-2859)
IEEE DOI
1705
Filtering, Shape, Skeleton, Surface treatment,
Topology, Transforms, 3D object,
curve skeleton, local convexity, pruning
BibRef
Serino, L.[Luca],
Arcelli, C.[Carlo],
Sanniti di Baja, G.[Gabriella],
From the Zones of Influence of Skeleton Branch Points to Meaningful
Object Parts,
DGCI13(131-142).
Springer DOI
1304
BibRef
Bougleux, S.[Sébastien],
Dupé, F.X.[François-Xavier],
Brun, L.[Luc],
Mokhtari, M.[Myriam],
Shape Similarity Based on a Treelet Kernel with Edition,
SSSPR12(199-207).
Springer DOI
1211
BibRef
Dupe, F.X.[Francois Xavier],
Bougleux, S.[Sebastien],
Brun, L.[Luc],
Lezoray, O.[Olivier],
El Moataz, A.[Abderahim],
Kernel-Based Implicit Regularization of Structured Objects,
ICPR10(2142-2145).
IEEE DOI
1008
BibRef
Dupé, F.X.[François-Xavier],
Brun, L.[Luc],
Shape Classification Using a Flexible Graph Kernel,
CAIP09(705-713).
Springer DOI
0909
BibRef
And:
Tree Covering within a Graph Kernel Framework for Shape Classification,
CIAP09(278-287).
Springer DOI
0909
BibRef
And:
Edition within a Graph Kernel Framework for Shape Recognition,
GbRPR09(11-20).
Springer DOI
0905
BibRef
And:
Hierarchical Bag of Paths for Kernel Based Shape Classification,
SSPR08(227-236).
Springer DOI
0812
BibRef
Ito, M.,
On the Properties of Morphological Skeletons of Discrete Binary Image
Using Double Structuring Elements,
Southwest06(26-30).
IEEE DOI
0603
BibRef
Brostow, G.J.[Gabriel J.],
Essa, I.A.[Irfan A.],
Steedly, D.[Drew],
Kwatra, V.[Vivek],
Novel Skeletal Representation for Articulated Creatures,
ECCV04(Vol III: 66-78).
Springer DOI
0405
Build on skeletons.
BibRef
Dawoud, A.,
Kamel, M.,
New approach for the skeletonization of handwritten characters in
gray-scale images,
ICDAR03(1233-1237).
IEEE DOI
0311
BibRef
di Ruberto, C.,
Attributed skeletal graphs for shape modelling and matching,
CIAP03(554-559).
IEEE DOI
0310
BibRef
He, L.[Lei],
Han, C.Y.,
Wang, X.[Xun],
Li, X.K.[Xiao-Kun],
Wee, W.G.,
A skeleton based shape matching and recovery approach,
ICIP02(III: 789-792).
IEEE DOI
0210
BibRef
Rabatel, G.[Gilles],
Manh, A.G.[Anne-Gaëlle],
Aldon, M.J.[Marie-José],
Bonicelli, B.[Bernard],
Skeleton-Based Shape Models with Pressure Forces: Application to
Segmentation of Overlapping Leaves,
VF01(249 ff.).
Springer DOI
0209
BibRef
Vidal, S.F.[Sara Fernandez],
Bardinet, E.[Eric],
Malandain, G.[Gregoire],
Damas, S.[Sergio],
de la Blanca Capilla, N.P.[Nicolas Pérez],
Object Representation and Comparison Inferred from Its Medial Axis,
ICPR00(Vol I: 712-715).
IEEE DOI
0009
BibRef
Jaillet, F.,
Doudane, Y.G.[Y. Ghamri],
Melkemi, M.,
Baskurt, A.,
Adaptive Contour Sampling and Coding Using Skeleton and Curvature,
ICIP00(Vol II: 899-902).
IEEE DOI
0008
BibRef
Syrjasuo, M.T.,
Pulkkinen, T.I.,
Determining the skeletons of the auroras,
CIAP99(1063-1066).
IEEE DOI
9909
BibRef
Choras, R.S.[Ryszard S.],
Image coding by morphological skeleton transformation,
CAIP93(216-222).
Springer DOI
9309
BibRef
Chapter on 2-D Feature Analysis, Extraction and Representations, Shape, Skeletons, Texture continues in
Medial Axis Transform, MAT, Skeletons in Three Dimensions .