2維有限型的子移位之原始性質

標題:	2維有限型的子移位之原始性質 The primitive property of subshift of finite type in 2-dimensional lattice
作者:	陳慧萍 Hui-Ping Chen 林松山 Song-Sun Lin 應用數學系所
關鍵字:	2維有限型的子移位之原始性質;The primitive property of subshift of finite type in 2-dimensional lattice
公開日期:	2005
摘要:	在這篇論文中,討論n 階置換矩陣的原始性質。而這些主題與2維有限型的移位之混合性質有關。我們的目的是給定2階置換矩陣A_2 的某些必備條件,進而証得矩陣A_n 的原始性質。 In this paper, the primitivity of n-th order transition matrices A_n defined on Z_2.n are studied, this topics related to the mixing property of 2- dimensional shift of finite type. Our purpose is to give some necessary conditions for A_2 to guarantee the primitivity of A_n.
URI:	http://140.113.39.130/cdrfb3/record/nctu/#GT009322520 http://hdl.handle.net/11536/79008
Appears in Collections:	Thesis

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