Evolutively Finite Words on Semigraph Folding
نویسندگان
چکیده
Rudolf Freund studied the splicing systems on graphs and strings. In this paper, we introduced the definition of semigraph folding for the spliced DNA molecule and shown the result that an nspliced semigraph can be folded onto an edge and two semiedges. On characterization of the morphic and antimorphic evolution for the alphabet for the folding of spliced semigraphs, we obtain the set of all properly δlimit words is a totally ordered set with < δ for an antimorphic evolution. KeywordsSpliced DNA molecule, Semigraph Folding, Evolution, morphic and antimorphic evolution, δlimit.
منابع مشابه
Study on Finite Words in Semigraph Folding
Rudolf Freund studied the splicing systems on graphs and strings. In this paper, with the definition of semigraph folding for the spliced DNA molecule, we characterized the morphic and antimorphic evolution for the alphabet for the folding of spliced semigraph. Also we obtain the set of all properly δlimit words is a totally ordered set with < δ for an antimorphic evolution.
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