Statement
An interesting perspective is the relation between the manifold learning theory
and graph embedding and how this will reflect on a feature matching and many
other computer vision problems. The Work in the manifold learning theory
includes techniques for dimensionality reduction; most of these techniques
approximate the manifold by a graph to be embedded to a lower
dimensionality space. As an example same reasoning can be applied to the
problem of feature matching. The feature points of input images can be
represented as a graph and hence can be embedded to a lower
dimensionality space.
Not only the feature matching problem can be solved using the
graph embedding, but also the object recognition and detection can be
exploited. Exploring the relations, limitations and applications to the
computer vision community is the core interest of my research.
My current research includes
Feature Matching
·We have developed a new framework for feature matching between multiple point sets depending on the spatial arrangement in each set and the feature similarity across different sets. CVPR2010.
One-Shot Multi-Set Non-rigid Feature-Spatial Matching

Object Recognition and Detection
Putting Local Features on a Manifold
Decision Support for Smart Trauma-Resuscitation Room TRU-IT: Trauma
Resuscitation Unit -- Information Technology
Project web page
My role in the Project
·I helped in designing the environment that enable us to use the Stereo vision for applications of object detection and tracking objects that participate in the room.
·I helped in developing tracker for faces by working in the face detection step including training classifiers using Haar features.
·I am advising a master student working on multi-object tracker using the stereo vision PTGREY Camera