Though the quality of optical character recognition software is steadily improving, it is still far from being perfect. As a result, full-text databases that are lled by means of OCR software contain many errors. These errors have to be taken into consideration if such kind of databases are examined by means of full-text searches. In this chapter, we will illustrate some of the possible methods...

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 In fact, an unfinished work filled with grudge, hatred revenge against Kurdish authority leadership Shiekh Mahmood. On other hand, plot said to be just imagination author it was dream. Both ends will d...

This paper proposes a method to accelerate character recognition of a large character set by employing pivots into the search space. We divide the feature space of character categories into smaller clusters and derive the centroid of each cluster as a pivot. Given an input pattern, it is compared with all the pivots and only a limited number of clusters whose pivots have higher similarities (or...

Form Design for High Accuracy Optical Character Recognition Michael D. Garris, [email protected] Darrin L. Dimmick, [email protected] National Institute of Standards and Technology, Building 225, Room A216 Gaithersburg, Maryland 20899 Phone: (301)975-2928, FAX: (301)840-1357 Published in IEEE Transactions PAMI, June 1996. ABSTRACT Financial institutions, insurance companies, and gover...

The availability of a large sample database is very important to design high accuracy classifiers for handwritten character recognition. Collecting image samples from human writers and practical documents is expensive particularly for large character sets, like with East-Asia-languages. We can therefore take advantage of existing on-line databases to generate additional off-line images. This pa...

The non-split extension group $overline{G} = 5^3{^.}L(3,5)$ is a subgroup of order 46500000 and of index 1113229656 in Ly. The group $overline{G}$ in turn has L(3,5) and $5^2{:}2.A_5$ as inertia factors. The group $5^2{:}2.A_5$ is of order 3 000 and is of index 124 in L(3,5). The aim of this paper is to compute the Fischer-Clifford matrices of $overline{G}$, which together with associated parti...