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Information Journal Paper

Title

USE OF COMBINATORIAL METHODS FOR ENUMERATION OF RNA STRUCTURES

Pages

  43-50

Abstract

 Research in biology is usually thought to be based on experimentation with materials, while in mathematical biology experimentation is of a theoretical nature. A major advantage of applying mathematics to biological systems is the ability to construct mathematical models. Such models are mathematical systems that attempt to represent the complex interactions of biological systems in a way simple enough for their properties to be understood. In fact, mathematics can be applied to most areas of biology. Counting the number of RNA structures is an combinatorial method in biomathematics. In this paper, RNA structures are modeling as graphs. We consider 2 parameters on this model. One of them is the length of arc, where arc correspond to hydrogen bond and between two nucleotides. Another one is the number of mutually crossing arcs, where cross of arcs correspond to existence of PSEUDOKNOT in RNA structure. Now, we categorize RNA structures according to these 2 parameters and enumerate them.

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    APA: Copy

    SHIRDEL, GH., & KAHKESHANI, N.. (2009). USE OF COMBINATORIAL METHODS FOR ENUMERATION OF RNA STRUCTURES. BIOLOGICAL SCIENCES (DANISH-I ZISTI-I IRAN), 4(2), 43-50. SID. https://sid.ir/paper/183727/en

    Vancouver: Copy

    SHIRDEL GH., KAHKESHANI N.. USE OF COMBINATORIAL METHODS FOR ENUMERATION OF RNA STRUCTURES. BIOLOGICAL SCIENCES (DANISH-I ZISTI-I IRAN)[Internet]. 2009;4(2):43-50. Available from: https://sid.ir/paper/183727/en

    IEEE: Copy

    GH. SHIRDEL, and N. KAHKESHANI, “USE OF COMBINATORIAL METHODS FOR ENUMERATION OF RNA STRUCTURES,” BIOLOGICAL SCIENCES (DANISH-I ZISTI-I IRAN), vol. 4, no. 2, pp. 43–50, 2009, [Online]. Available: https://sid.ir/paper/183727/en

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