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Ching Y. Suen

Researcher at Concordia University

Publications -  532
Citations -  25017

Ching Y. Suen is an academic researcher from Concordia University. The author has contributed to research in topics: Handwriting recognition & Feature extraction. The author has an hindex of 65, co-authored 511 publications receiving 23594 citations. Previous affiliations of Ching Y. Suen include École de technologie supérieure & Concordia University Wisconsin.

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Book ChapterDOI

Low-Level cursive word representation based on geometric decomposition

TL;DR: In this article, a low-level word image representation for cursive handwriting recognition is proposed, where a word image can be represented as two sequences of feature vectors in two independent channels, which are extracted from vertical peak points on the upper external contour and at vertical minima on the lower external contours.
Journal ArticleDOI

Modified HOG Descriptor-Based Banknote Recognition System

TL;DR: This research presents a banknote recognition and counterfeit detection system that proposes a pre-processing approach before creating a new feature set by extracting Speeded-Up Robust Feature, creating image patches from its vertices and then computing the Histogram of Gradient descriptors from cells within the patch boundaries.
Book ChapterDOI

Handwritten Farsi Word Recognition Using Hidden Markov Models

TL;DR: A Hidden Markov Model based recognizer for Farsi handwritten word recognition systems is developed and first evaluation of the performance of this recognizer shows promising results.
Proceedings ArticleDOI

VLSI architecture for parallel concentration-contour approach

TL;DR: A method that transforms a compound pattern into an integral one where contour analysis can be used and a VLSI architecture to implement the concentration-contour approach has been designed.
Journal ArticleDOI

Face Transformation With Harmonic Models by the Finite-Volume Method With Delaunay Triangulation

TL;DR: The main method in this paper is a combination of the finite-volume method (FVM) with Delaunay triangulation to solve the Laplace equations in the harmonic transformation of face images.