A parameterization of RNA sequence space
β Scribed by Erik Schultes; Peter T. Hraber; Thomas H. LaBean
- Publisher
- John Wiley and Sons
- Year
- 1999
- Tongue
- English
- Weight
- 301 KB
- Volume
- 4
- Category
- Article
- ISSN
- 1076-2787
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β¦ Synopsis
RNA polymers are constructed from four distinct nucleotide bases. The sequence of these nucleotide bases determines both the folded conformation and the biological function of RNA. It recently has been established that disparately related functional classes of evolved RNA possess similar base composition biases despite a lack of sequence similarity, folded structure, or metabolic function. We have proposed that intrinsic constraints on RNA structure have imposed this convergent evolution in base composition. Here, we test this hypothesis by first calculating the distribution of the mean thermodynamic stability of random RNA sequences as a function of base composition. Then, using a model describing mutation (as a random walk in sequence space) and selection (which tends to increase thermodynamic stability), we relate the computed underlying distribution of conformational stability to empirically derived, tRNA and 5S rRNA sequence data. We find a close correspondence between predicted and observed distributions of base composition.
π SIMILAR VOLUMES
## Abstract Some physical properties of DNA can be expressed reasonably as an expansion of the interaction among base pairs. For strictly random sequences, the terms of the expansion can be rearranged in such a way that an empirical parameterization of the nearest neighbor truncation is in fact cor
Let l , c and c be the Banach spaces of bounded convergent and null
## Operators factoring through a generalized sequence space; applications By NICOLE DE GRANDE-DE KIMPE of Brussel (Eingegangen am 10.7. 1978) ## Q 1. Introduction The results obtained in this paper belong to the theory of BANACH operator ideals as well as to the theory of locally convex spaces