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DNA computing in vitro and in vivo

机译:体内外DNA计算

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This is a review paper addressing two main aspects of DNA computing research : DNA computing in vitro (in the test tube) and in vivo (in a living organism). We describe the first successful in vitro DNA computing experiment [L.M. Adleman, Science 266 (1994) 1021--1024] which solved a mathematical problem, the Directed Hamiltonian Path Problem, solely by manipulation of DNA strands in test tubes. We then address DNA computing in vivo by presenting a model proposed by Head [in; G. Rozenberg, A. Salomaa (Eds.), Lindenmayer Systems, Springer, Berlin, 1991. pp. 371 --383] and also by Landweber and Kari [in f L. Kari, H. Rubin, D.H. Wood (Eds.), Biosystems, Vol. 52, Nos. 1 --3, Elsevier, Amsterdam, l999, pp. 3--13] and developed by Landweber and Kari [in f L.F Landweber, E. Winfree (Eds.), Evolution as Computation, Springer, Berlin, 19991, for the homologous recombinations that take place during gene rearrangement in ciliates. Results given by Kari, Kari and Landweber [in f J. Karhumaki, H. Maurer, G. Paun, G. Rozenberg (Eds.), Jewels are Forever, Springer, Berlin, l999, pp. 353--363] and Landweber and Kari [in: L.F Landweber, E. Winfree (Eds.), Evolution as Computation, Springer, Berlin, 1999] have shown that a generalization of this model that assumes context-controlled recombinations has universal computational power. We review results obtained by Kari and Kari [in : Words, Sequences, Languages : Where Computer Science, Biology and Linguistics Meet, Kluwer Academic Publishers, The Netherlands, in press] on properties of context-free recombinations and characterize the languages generated by context-free recombination systems. As a corollary, we show [J. Kari, L. Kari, in f Words, Sequences, Languages f Where Computer Science, Biology and Linguistics Meet, Kluwer Academic Publishers, The Netherlands, in press], that context-free recombinations are computationally weak, being able to generate only regular languages.
机译:这是一篇评论文章,涉及DNA计算研究的两个主要方面:体外(在试管中)和体内(在活生物体中)DNA计算。我们描述了第一个成功的体外DNA计算实验[L.M. Adleman,Science 266(1994)1021--1024]仅通过操纵试管中的DNA链解决了数学问题,即定向哈密顿路径问题。然后,我们通过介绍由Head [in; G. Rozenberg,A. Salomaa(Eds。),Lindenmayer Systems,Springer,Berlin,1991. pp。371 --383]以及Landweber和Kari [在L. Kari,H. Rubin,DH Wood(ed。 ),《生物系统》,第52,第1-3号,爱思唯尔,阿姆斯特丹,1999年,第3--13页],由Landweber和Kari [在LF Landweber,E。Winfree(编辑),《进化为计算》,施普林格,柏林, 19991,用于纤毛虫基因重排过程中发生的同源重组。卡里(Kari),卡里(Kari)和兰德韦伯(Landweber)给出的结果[f。J. Karhumaki,H。Maurer,G。Paun,G。Rozenberg(编辑),《珠宝永远是永恒》,施普林格,柏林,l999,第353--363页]和Landweber and Kari [in:LF Landweber,E. Winfree(Eds。),《进化为计算》,施普林格,柏林,1999年]表明,假定上下文控制重组的这种模型的概括具有通用的计算能力。我们回顾了Kari和Kari [在:单词,序列,语言:计算机科学,生物学和语言学的相遇之处,荷兰Kluwer学术出版社,在新闻中]获得的关于无上下文重组的属性的结果,并描述了由上下文产生的语言的特征-无重组系统。作为推论,我们证明了[J. Kari,L. Kari,[f词语,序列和语言中的f在计算机科学,生物学和语言学的相遇之处,荷兰Kluwer学术出版社,印刷中],上下文无关的重组在计算上很弱,仅能生成常规语言。

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