Presentation	1996/12/13 Construction of a Two-Dimensional Code with k < d Property Saburo TAZAKI, Yoshimasa ODA, Shinji TSUZUKI, Yoshio YAMADA,
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Abstract(in English)	One of the major merits that binary two-dimensional codes have over the binary one dimensional codes is the achievement of the property k < d. In this paper, we constructed a practical two-dimensional code based on the Marcellin-Weber's method and derived its state transition diagram. The constraints used in the construction are such that, the track numbers L = 2, k(= k_y) = 1, and d = 2. Additionally, under the same constraints d and k_y, we clearly showed that when L is increased, the property n
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Keyword(in English)	two-dimesional code, d constraint, k constraint, k < d property
Paper #	MR96-76
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Committee	MR
Conference Date	1996/12/13(1days)
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Registration To	Magnetic Recording (MR)
Language	JPN
Title (in Japanese)	(See Japanese page)
Sub Title (in Japanese)	(See Japanese page)
Title (in English)	Construction of a Two-Dimensional Code with k < d Property
Sub Title (in English)
Keyword(1)	two-dimesional code, d constraint, k constraint, k < d property
1st Author's Name	Saburo TAZAKI
1st Author's Affiliation	Ehime University, Faculty of Engineering()
2nd Author's Name	Yoshimasa ODA
2nd Author's Affiliation	Ehime University, Faculty of Engineering
3rd Author's Name	Shinji TSUZUKI
3rd Author's Affiliation	Ehime University, Faculty of Engineering
4th Author's Name	Yoshio YAMADA
4th Author's Affiliation	Ehime University, Faculty of Engineering
Date	1996/12/13
Paper #	MR96-76
Volume (vol)	vol.96
Number (no)	418
Page	pp.pp.-
#Pages	6
Date of Issue