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Pizer, S.M.,
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Zoom-Invariant Vision Of Figural Shape: The Mathematics Of Cores,
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Morse, B.S.,
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Zoom-Invariant Vision Of Figural Shape | Effects On Cores Of Image Disturbances,
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Eggers, H.,
Two Fast Euclidean Distance Transformations In Z2based On Sufficient Propagation,
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Shaked, D.,
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Hidden Deletable Pixel Detection Using Vector Analysis In Parallel Thinning To Obtain Bias-Reduced Skeletons,
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Choi, H.I.,
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New Algorithm For Medial Axis Transform Of Plane Domain,
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Hoffman, M.E.,
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A Ridge-Following Algorithm,
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Malandain, G.,
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Olariu, S.,
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Time-Optimal Proximity Graph Computations On Enhanced Meshes,
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Marchand-Maillet, S.,
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Skeleton Location And Evaluation Based On Local Digital Width In Ribbon-Like Images,
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Fan, K.C.,
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Chiang, J.Y.,
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A New Algorithm For Line Image Vectorization,
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Fan, J.,
Note On Hausdorff-Like Metrics For Fuzzy Sets,
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Kresch, R.,
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Skeleton-Based Morphological Coding Of Binary Images,
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Butt, M.A.,
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Optimum Design Of Chamfer Distance Transforms,
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Rocha, J.,
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Singularities And Regularities On Line Pictures Via Symmetrical Trapezoids,
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Deseilligny, M.P.,
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Veinerization: A New Shape Description For Flexible Skeletonization,
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Guan, W.,
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A List-Processing Approach To Compute Voronoi Diagrams And The Euclidean Distance Transform,
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Giblin, P.J.,
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Affine Invariant Medial Axis And Skew Symmetry,
ICCV 98(833-838).
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Li, H.,
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Generation Of The Euclidean Skeleton From The Vector Distance Map By A Bisector Decision Rule,
CVPR 98(66-71).
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Zhu, S.C.,
Stochastic Computation Of Medial Axis In Markov Random Fields,
CVPR 98(72-79).
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Borgefors, G.,
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Coarse-To-Fine Skeletons From Grey-Level Pyramids,
ICPR 98(400-402).
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Lee, K.H.,
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A Knowledge-Based Automated Vectorizing System For Geographic Information System,
ICPR 98(1546-1548).
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Nakamura, T.,
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Skeleton Revision Algorithm Using Maximal Circles,
ICPR 98(1607-1609).
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Angella, F.,
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A Deformable And Expansible Tree For Structure Recovery,
ICIP-A 98(241-245).
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A Method Of Spatial Reasoning Based On Qualitative Trigonometry,
AI(98), 1998, pp. 137-168.
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Dufourd, J.F.,
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Geometric Construction By Assembling Solved Subfigures,
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Epstein, S.L.,
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Argamon-Engelson, S.,
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Utility-Based On-Line Exploration For Repeated Navigation In An Embedded Graph,
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Joan-Arinyo, R.,
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A Correct Rule-Based Geometric Constraint Solver,
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O'Rourke, J.,
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The Vertex-Edge Visibility Graph Of A Polygon,
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Aronov, B.,
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van der Stappen, A.F.,
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Motion Planning In Enivironments With Low Obstacle Density,
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Fujimura, K.,
Visibility Computation On Reconfigurable Meshes,
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Rosenfeld, A.,
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Topology-Preserving Deformations Of Two-Valued Digital Pictures,
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Herman, G.T.,
Finitary 1-Simply Connected Digital Spaces,
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Bottoni, P.,
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Successful Visual Human-Computer Interaction Is Undesidable,
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Wu, A.Y.,
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Geodesic Visibility In Graphs,
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Deng, X.,
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How To Learn An Unknown Environment I: The Rectilinear Case,
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Serra, J.,
Connectivity On Complete Lattices,
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Ercal, F.,
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Time-Efficient Maze Routing Algorithms On Reconfigurable Mesh Architectures,
JPDC(44), 1997, pp. 133-140.
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Pei, S.C.,
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A Morphological Approach To Shortest Path Planning For Rotating Objects,
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Coiras, E.,
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Hexadecagonal Region Growing,
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Amir, A.,
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Two-Dimensional Periodicity In Rectangular Arrays,
SIAM JC(27), 1998, pp. 90-106.
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Dudek, G.,
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Localizing A Robot With Minimum Travel,
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Zhong, J.,
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Extracting 3d Vortices In Turbulent Fluid Flow,
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Kavraki, L.E.,
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Analysis Of Probabilistic Roadmaps For Path Planning,
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Conn, R.A.,
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Robot Motion Planning On N -Dimensional Star Worlds Among Moving Obstacles,
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Chen, P.C.,
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Sandros: A Dynamic Graph Search Algorithm For Motion Planning,
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Taylor, C.J.,
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Vision-Based Motion Planning And Exploration Algorithms For Mobile Robots,
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Kimmel, R.,
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Multivalued Distance Maps For Motion Planning On Surfaces With Moving Obstacles,
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Mukerjee, A.,
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Pei, S.C.,
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Finding The Optimal Driving Path Of A Car Using The Modified Constrained Distance Transform,
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Chuang, J.H.,
Potential-Based Modeling Of Three-Dimensional Workspace For Obstacle Avoidance,
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LaValle, S.M.,
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Optimal Motion Planning For Multiple Robots Having Independent Goals,
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Diaz de Leon S., J.L.,
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Automatic Path Planning For A Mobile Robot Among Obstacles Of Arbitrary Shape,
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Wang, D.,
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Two Algorithms For A Reachability Problem In One-Dimensional Space,
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Chakravarthy, A.,
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Obstacle Avoidance In A Dynamic Environment: A Collision Cone Approach,
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Ben-Shahar, O.,
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To Push Or Not To Push: On The Rearrangement Of Movable Objects By A Mobile Robot,
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Chuang, J.H.,
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An Analytically Tractable Potential Field Model Of Free Space And Its Application In Obstacle Avoidance,
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Elnagar, A.,
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Motion Prediction Of Moving Objects Based On Autoregressive Model,
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Klosowski, J.T.,
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Efficient Collision Detection Using Bounding Volume Hierarchies Of K-Dop'S,
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Schreer, O.,
Stereo Vision-Based Navigation In Unknown Indoor Environment,
ECCV-A 98(203-217).
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Weber, K.,
Venkatesh, S.,
Srinivasan, M.V.,
An Insect-Based Approach To Robotic Homing,
ICPR 98(297-299).
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Kofler, H.,
A Topological Net Structure And A Topological Graph,
ICPR 98(1449-1454).
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Arcelli, C.,
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Parallel Lowering Of Digital Pictures By Topology Preserving Operations,
ICPR 98(1601-1603).
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International Workshop On Theory And Application Of Graph Transformations, Paderborn, Germany,
November 16-201998.
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Giammarresi, D.,
Restivo, A.,
Two-Dimensional Languages, In G. Rozenberg And A. Saloman, Eds., Handbook Of Formal Languages, Springer,
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Ewert, S.,
van der Walt, A.,
Generating Pictures Using Random Forbidding Context,
IJPRAI(12), 1998, pp. 939-950.
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Okazaki, T.,
Zhang, L.,
Inoue, K.,
Ito, A.,
Wang, Y.,
A Note On Two-Dimensional Probabilistic Finite Automata,
IS(110), 1998, pp. 303-314.
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Chapter on Rosenfeld Bibliography for 1998 continues in
G. Color and Texture .