Publications
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PhD Dissertation
A Sensory-Motor Linguistic Framework for Human
Activity Understanding. PhD
Dissertation. Department of Computer Science, Journals and Magazines
A Language for Human Action. IEEE Computer
Magazine, 40(5), 60-69.
Understanding Visuo-Motor
Primitives for Motion Synthesis and Analysis. Computer
Animation and Virtual Worlds (CAVW), 17(3-4), 207-217.
Optical Motion Capture: Theory and
Implementation. Journal of Theoretical and Applied Informatics (RITA), Brazilian Computing Society, 12(2), 61-89. Conferences and Workshops
A Sensory-Motor Linguistic Theory for Artificial
Cognitive Systems. In Proc. of the
9th IEEE Workshop on Multimedia Signal Processing (MMSP’07),
A Sensory-Motor Language for Human Activity
Understanding. In Proc. of the
6th IEEE-RAS International Conference on Humanoid Robots
(HUMANOIDS’06),
Human Activity Language: Grounding Concepts with
a Linguistic Framework. In Proc. of the
1st International Conference on Semantics And digital Media
Technology (SAMT 2006),
Grounded Representations for Sensory-Motor
Learning: A Linguistic Approach. In Proc. of the
28th Annual Conference of the Cognitive Science Society (CogSci 2006),
Understanding Visuo-Motor
Primitives for Motion Synthesis and Analysis. In Proc. of the
19th Annual Conference on Computer Animation and Social Agents
(CASA2006),
Towards a Sensorimotor WordNetSM: Closing the Semantic Gap. In Proc. of the
3rd International WordNet Conference
(GWC-06),
Discovering a Language for Human Activity. In Proc. of the
AAAI 2005 Fall Symposium on Anticipatory Cognitive Embodied Systems (FS05),
View-Invariant Identification of Pose Sequences
for Action Recognition. Video Analysis
and Content Extraction Workshop (VACE), Technical Reports (Submitted and in Preparation)
Learning Parallel Grammar Systems for a Human
Activity Language. Technical
Report CS-TR-4837 Department of Computer Science,
A Language for Human Action. Technical
Report CS-TR-4838 Department of Computer Science,
An Optimal Iterative Algorithm for Shortest Path
Query. Department of
Computer Science,
An Optimal Time-Space Algorithm for Dense Stereo
Matching. Technical
Report CS-TR-4839 Department of Computer Science,
An Approximate Linear Approach for the
Fundamental Matrix Computation. Technical
Report CS-TR-4840 Department of Computer Science,
A Linear Iterative Approach for Hierarchical
Shortest Path Finding. Technical
Report CS-TR-4417 Department of Computer Science,
Characterization of Shortest Paths on Directed
Friction Polyhedral Surfaces. Institute of
Computing, State
A Formalization of Topological Relations Between
Simple Spatial Objects. Institute of Computing,
State
Abstract Convex Hulls. Institute of
Computing, State Master Thesis
Proximity and Shortest Path Problems on
Polyhedral Surfaces. Master Thesis.
Institute of Computing, State |