7.7 Two Dimensional Data Representations

Chapter Contents (Back)
Representation, 2D. See also Image Representation Techniques.

Simon, J.C., Guiho, G.,
Picture Representation and Transformations by Computer,
PR(3), No. 2, July 1971, pp. 169-178.
WWW Version. BibRef 7107

Vapnik, V.N., Chervonenkis, A.Y.,
On the Uniform Convergence of Relative Frequencies of Events to Their Probabilities,
JournalTheory of Probability and Applicationss(16) No. 2, 1971, pp. 264-280. BibRef 7100

Irani, K.B., Jackson, J.H.,
An approach to the optimum implementation of interactive display data structures,
CGIP(1), No. 3, November 1972, pp. 221-243.
WWW Version. 0501 BibRef

Huang, T.S.,
Coding of Two-Tone Images,
Commun(25), No. 11, November 1977, pp. 1406-1424. Representation, 2D. Good review of different techniques for binary images. BibRef 7711

Barrett, R.C., Jordan, Jr., B.W.,
Scan Conversion Algorithms for a Cell Organized Raster Display,
CACM(17), 1974, pp. 157-163. BibRef 7400

Jordan, Jr., B.W., Barrett, R.C.,
A Cell Organized Raster Display for Line Drawings,
CACM(17), 1974, pp. 70-77. BibRef 7400

Shapiro, L.G.,
Data Structures for Picture Processing: A Survey,
CGIP(11), No. 2, October 1979, pp. 162-184.
WWW Version. Survey, Data Structures. BibRef 7910

Haralick, R.M., Shapiro, L.G.,
A Spatial Data Structure,
Geo-Processing(1), 1980, pp. 313-337. BibRef 8000

Kitchen, L., and Callahan, M.,
Optimal Cell Size for Efficient Retrieval of Sparse Data by Approximate 2D Position Using a Coarse Spatial Array,
CVPR86(357-361). Very simply store the sparse array as an array of blocks and a linear search through the list in each block. Works best if the array is very sparse! the optimal size was around 9 for the assumptions given in the paper, but it doesn't matter too much if you are close. BibRef 8600

Nagy, G.,
What is a 'Good' Data Structure for 2-D Points?,
MDP80(119-135). BibRef 8000

Gonnet, G.H., Munro, J.I., Wood, D.,
Direct Dynamic Structures for Some Line Segment Problems,
CVGIP(23), No. 2, August 1983, pp. 178-186.
WWW Version. BibRef 8308

Scott, D.S.[David S.], Iyengar, S.S.[Sitharama S.],
TID: A Translation Invariant Data Structure for Storing Images,
CACM(29), No. 5, May 1986, pp. 418-429. MAT. Based on the MAT, uses maximal black squares in the image. Discuss union and intersection of such images. BibRef 8605

Scott, D.S., Iyengar, S.S.,
A New Data Structure for Efficient Storing of Images,
PRL(3), 1985, pp. 211-214. BibRef 8500

Chang, C.C., Lin, D.C.,
A Spatial Data Representation: An Adaptive 2D-H String,
PRL(17), No. 2, February 8 1996, pp. 175-185. BibRef 9602

Hobby, J.D.,
Space-Efficient Outlines from Image Data via Vertex Minimization and Grid Constraints,
GMIP(59), No. 2, March 1997, pp. 73-88. 9704 BibRef

Abel, D.J.[David J.], Gaede, V.J.[Volker J.], Power, R.A.[Robert A.], Zhou, X.F.[Xiao-Fang],
Caching Strategies for Spatial Joins,
GeoInfo(3), No. 1, March 1999, pp. 33-59.
WWW Version. BibRef 9903

Son, S.H.[Se-Hoon],
Scan interleaving based scalable binary shape coding,
SP:IC(15), No. 7-8, May 2000, pp. 619-629.
WWW Version. 0005The listing left out some authors. BibRef

Braquelaire, J.P.[Jean-Pierre], Domenger, J.P.[Jean-Philipe],
Representation of segmented images with discrete geometric maps,
IVC(17), No. 10, August 1999, pp. 715-735.
WWW Version. BibRef 9908

Yi, J.W.[Jong-Won], Cho, S.J.[Soon-Jae], Kim, W.J.[Wook-Joong], Kim, S.D.[Seong-Dae], Lee, S.J.[Sang-Jee],
A new coding algorithm for arbitrarily shaped image segments,
SP:IC(12), No. 3, June 1998, pp. 231-242.
WWW Version. BibRef 9806

Accame, M.[Marco], de Natale, F.G.B.[Francesco G.B.], Granelli, F.[Fabrizio],
Efficient labeling procedures for image partition encoding,
SP(80), No. 6, June 2000, pp. 1127-1131. 0008 BibRef

Accame, M., de Natale, F.G.B.,
Lossless shape coding using the four colors theorem,
ICIP98(I: 281-285).
IEEE DOI Reference 9810 BibRef

Couprie, M.[Michel], Bertrand, G.[Gilles],
Tessellations by connection,
PRL(23), No. 6, April 2002, pp. 637-647.
HTML Version. 0202 BibRef

Lin, Y.K.[Yih-Kai], Yen, H.C.[Hsu-Chun],
An omega-automata approach to the representation of bilevel images,
SMC-B(33), No. 3, June 2003, pp. 524-531.
IEEE Abstract. IEEE Top Reference. 0308 BibRef

Chung, K.L.[Kuo-Liang], Huang, H.L.[Hsu-Lien], Chen, I.C.[I-Chien],
New two-phase spatial data structures with applications to binary images,
JVCIR(14), No. 2, June 2003, pp. 97-113.
WWW Version. 0306 BibRef


Pracko, R., Polec, J.,
Correlation optimized scanning of segmented images,
WSSIP08(9-12).
IEEE DOI Reference 0806space filling curve to turn into 1-D representation. BibRef

Servais, M., Vlachos, T., Davies, T.,
Progressive polygon encoding of segmentation maps,
ICIP04(II: 1121-1124).
IEEE DOI Reference 0505 BibRef

Jebara, T.,
Images as bags of pixels,
ICCV03(265-272).
IEEE DOI Reference 0311Model the image as a collection of (X,Y,I) values. BibRef

Massad, A.[Amin], Medioni, G.[Gerard],
2-D Shape Decomposition into Overlapping Parts,
VF01(398 ff.).
HTML Version. 0209 BibRef

Garrido, L., Salembier, P., Casas, J.R.,
Representing and Retrieving Regions using Binary Partition Trees,
ICIP99(II:605-609).
IEEE Abstract. IEEE Top Reference. BibRef 9900

Lam, W.M., Shapiro, J.H.,
A class of fast algorithms for the Peano-Hilbert space-filling curve,
ICIP94(I: 638-641).
IEEE DOI Reference 9411 BibRef

Perez, A., Kamata, S., Kawaguchi, E.,
Peano scanning of arbitrary size images,
ICPR92(III:565-568).
IEEE DOI Reference 9208 BibRef

Chapter on 2-D Feature Analysis, Extraction and Representations, Shape, Skeletons, Texture continues in
Run-Length Coding Representations and Operations .


Last update:Nov 24, 2008 at 09:33:56