The Fourier transform of a coiled-coil
By F. Crick. 1953
How researchers see this paper
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- Xingjie Pan
- Jianfu Zhou
- Tanja Kortemme
- I. Korendovych
- William F. DeGrado
- Christopher W. Wood
- Gevorg Grigoryan
- Craig O. Mackenzie
Citations in the corpus
- 2018). CCBuilder 2.0: Powerful and accessible coiled-coil modeling (2017, methodology): “41 A range of software tools have applied or built upon Crick’s original parameterization: In 1995, Offer and Session developed software (MakeCCSC) to model the backbone of the coiled coil, utilizing Crick’s original parameterization.”
- Comparative analysis of coiled-coil prediction methods. (2006, background): “Their structure is better understood than that of any other fold and, uniquely among proteins, their coordinates can be calculated from parametric equations (Crick, 1953).”
- Recent advances in de novo protein design: Principles, methods, and applications (2021, background): “It was recognized early that variations of helical architectures could be designed based on parametric equations (21).”
- Tertiary alphabet for the observable protein structural universe (2016, background): “S14A appear similar by eye, they correspond to distinct interhelix geometric parameters (10, 64).”
- Structure and interactions of biological helices (2007, methodology): “It allowed Watson and Crick 1953 to decipher the structure of DNA from the x-ray data reported by Franklin and Gosling 1953 and Wilkins et al. 1953 .”
- De novo protein design, a retrospective (2020, background): “The classical lefthanded coiled-coil has a seven-residue geometric repeat labeled, ‘abcdefg’; ‘a’ and ‘d’ side-chains project toward the bundle core and are mostly hydrophobic whereas ‘e’ and ‘g’ residues face the inter-subunit interface and are generally more polar (Crick, 1953).”
- De novo design of covalently constrained mesosize protein scaffolds with unique tertiary structures (2017, methodology): “For protein design, expressions developed by Francis Crick, describing helices following a superhelical path through space, have been used previously to generate helical bundle (coiled-coil) topologies (3-5).”