Topic
Character (mathematics)
About: Character (mathematics) is a research topic. Over the lifetime, 46723 publications have been published within this topic receiving 411412 citations.
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Patent•
30 Oct 1985TL;DR: In this paper, the various unit patterns are segmented, and each unit pattern is identified to be a partial pattern, linked pattern, etc., so that each character is recognized on a basis of total judgement, whereby ambiguity of segmentation is resolved.
Abstract: Pattern segmentation and recognition in which hand-written characters are transformed electrically into 2-dimensional image patterns, wherein if ambiguity exists in segmenting a unit pattern including a character from the image patterns, character recognition is not made compulsively, but a plurality of possible unit patterns are first established. Then, the various unit patterns are segmented, and each unit pattern is identified to be a partial pattern, linked patterns, etc., so that each character is recognized on a basis of total judgement, whereby ambiguity of segmentation is resolved.
64 citations
01 Jan 1827
64 citations
Patent•
26 Mar 2012
TL;DR: In this article, a system and method for defining an augmented reality character in a computer game having multiple players uses a portable cellular communications device having a camera, where tags are used comprising patterns which are scanned by the camera and transmitted to a game server.
Abstract: A system and method for defining an augmented reality character in a computer game having multiple players uses a portable cellular communications device having a camera. Tags are used comprising patterns which are scanned by the camera and transmitted to a game server. The pattern is translated by the server into an augmented reality item, being either a person or a character. The augmented reality item is transmitted to the camera and displayed to the gamer transposed over the object upon which the tag is placed.
64 citations
TL;DR: Character versions of the Poisson and Euler-Maclaurin summation formulas are derived in this article, and applications are made to the evaluation of L -functions, the derivation of a character analogue of the Lipschitz summation formula, and the examination of a new character version of the classical gamma function.
64 citations
TL;DR: A section for the review of books is a regular feature of Landscape Journal as mentioned in this paper, and the opinions and ideas expressed in the reviews are those of the reviewers and do not necessarily depict the views of the Journal's editors or the Council of Educators in Landscape Architecture.
Abstract: A section for the review of books is a regular feature of Landscape Journal. The opinions and ideas expressed in the reviews are those of the reviewers and do not necessarily depict the views of the Journal’s editors or the Council of Educators in Landscape Architecture. Suggestions for books to bo reviewed are always welcome, as are comments regarding the reviews published. All correspondence should be sent to the Book Review editor:
63 citations