Abstract
The determination of macromolecular structure (specifically of nucleic acids and proteins) is of crucial importance in many areas of molecular biology and provides important insights into biological function. This information is vital in many areas of biochemistry, biology and medicine. To date, X-ray crystallography has provided the most detailed and precise information about protein structure (Blundell and Johnson 1976). Crystal structures have been determined to atomic resolution less than 1.0 Å. Although X-ray crystallographic techniques often provide precise structural information, the application of these techniques is not always possible or appropriate. One limitation on the applicability of X-ray methodology is that many proteins do not form crystals of sufficient size or quality for crystallographic analysis. Another limitation is that X-ray structures provide information about proteins in their crystalline state which may differ from their native state in solution.
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References
Altman RA and Jardetzky O (1986) New strategies for the determination of macromolecular structure in solution, J Biochem 100:1403–1423.
Billeter M, Braun WR and Wuthrich K (1982a) Sequential resonance assignments in protein 1H nuclear magnetic resonance spectra. Computation of sterically allowed proton-proton distances and statistical analysis of proton-proton distances in single crystal protein conformations, J Mol Biol 155:321–346.
Billeter M, Braun WR and Wuthrich K (1982b) Secondary polypeptide structure from characteristic cross peak patterns in two-dimensional nuclear overhauser enhancement (NOESY) spectra: stereochemical and statistical studies of proton-proton distances in common secondary structures, J Mol Biol 155:1504.
Blundell TL and Johnson LN (1976) Protein crystallography. New York: Academic Press.
Braun W and Go N (1985) Calculation of protein conformations by proton-proton distance constraints: A new efficient algorithm, J Mol Biol 186:611–626.
Brinkley J, Cornelius C, Altman R, Hayes-Roth B, Lichtarge O, Duncan B, Buchanan B and Jardetzky O (1986) Technical report KSL-86-28, Application of constraint satisfaction techniques to the determination of protein tertiary structure, California: Stanford University.
Brinkley JF, Altman RB, Duncan BS, Buchanan BG and Jardetzky O (1987a) Submitted to J. Chemical Info, and Computer Science, The Heuristic Refinement Method for the Derivation of Protein Solution Structures:Validation on Cytochrame-b562.
Brinkley JF, Buchanan BG, Altman RB, Duncan BS and Cornelius CW (1987b) Technical Reports STAN-CS-87-1142 and KSL-87-05, A heuristic refinement method for spatial constraint satisfaction problems, California, Stanford University.
Brugge JA (1987) MS Thesis, Department of Computer Science. California: Stanford University, ABC:A knowledge-based system for determining structural components of proteins.
Brugge JA, Buchanan BG and Jardetzky O (1987) Submitted to J. Comput. Chem. in press, scheduled for publication July 1988, Toward automating the process of determining polypeptide secondary structure from 1H NMR data.
Buchanan B, Hayes-Roth B, Lichtarge O, Altman R, Brinkley J, Hewett M, Cornelius C, Duncan B and Jardetzky O (1985) Technical Report KSL-85-41. Stanford University, Stanford CA, The heuristic refinement method for deriving solution structures of proteins.
Clore G, Brunger A, Karplus M and Gronenborn A (1986) Application of molecular dynamics with interproton distance constraints to a three-dimensional protein structure determination: A model study of crambin, J Mol Biol 191:523–551.
Duncan B, Buchanan BG, Hayes-Roth B, Lichtarge O, Altman R, Brinkley J, Hewett M, Cornelius C and Jardetzky O (1986) Protean: A new method of deriving solution structures of proteins. Bull Mag Res 8:111–119.
Frayman F (1985) PhD Thesis, Computer Science Department, Evanston, Illinois: Northwestern University, Proto; An approach for determining protein structures from nuclear magnetic resonance data: An exercise in large scale interdependent constraint satisfaction.
Gariepy J, Lane A, Frayman F, Wilbur D, Robien W, Schoolnik GK and Jardetzky O (1986) Structure of the toxic domain of the escherichia coli heat-stable enterotoxin ST 1, Biochemistry 25:7854–7866.
Garvey A, Cornelius C and Hayes-Roth B (1987) Computational costs versus benefits of control reasoning, In: AAAI 87, p. 110–115.
Havel T and Wuthrich K (1984) A distance geometry program for determining the structures of small proteins and other macro-molecules from nuclear magnetic resonance measurements of intramolecular H-H proximities in solution. Bull Math Biol 46 4:673–698.
Hayes-Roth B (1985) A blackboard architecture for control, artificial intelligence 26:251–321.
Hayes-Roth B, Buchanan B, Lichtarge O, Hewett M, Altman R, Brinkley J, Cornelius C, Duncan B and Jardetzky O (1986) Protean: Deriving protein structure from constraints: In: Proc of AAAI-86, Fifth National Congress on Artificial Intelligence 2., Morgan Kaufman, Publ., Los Altos, California, p. 904–909.
Jardetzky O (1984) A method for the definition of the solution structure of proteins from NMR and other physical measurements: The lac-repressor headpiece, In: Ovchinnikov Y (ed) Progress in Bioorganic Chemistry and Molecular Biology. Amsterdam: Elsevier Science Publishers B.V., p. 55–63.
Jardetzky O, Lane A, Lefevre J-F, Lichtarge O, Hayes-Roth B, Altman R and Buchanan B (1986) A new method for the determination of protein structures in solution from NMR, In: Maraviglia B, De Luca F, Campanella R (eds) Proc XXIII Congress Ampere on Magnetic Resonance. Italy, p. 64–69.
Jardetzky O and Lane AN (1988) Determination of the solution structure of proteins from NMR, In: Proc Int’l School of Physics Enrico Fermi, Italy: Il Nuovo Cimento (in press).
Kalk A and Berendsen HJ (1976) Proton magnetic relaxation and spin diffusion in proteins, J Mag Res 24:343–366.
Karplus M and McCammon JA (1983) Dynamics of proteins: elements and function, Ann Rev Biochem 52:263–300.
Lefevre J-F, Lane AN and Jardetzky O (1987) Solution structure of the TRP operator of escherichia coli determined by NMR. Biochemistry 26:5076–5090.
Levitt M (1983) Molecular dynamics of active protein I. Computer simulation of trajectories, J Mol Biol 168:595–620.
Lichtarge O (1986) PhD Thesis; Biophysics Program. California: Stanford University, Structure determination of proteins in solution by NMR.
Lichtarge O, Cornelius CW, Buchanan BG and Jardetzky O (1987) Validation of the first step of the heuristic refinement method for the derivation of solution structures of proteins from NMR data PROTEINS structure, Function & Genetics 2:340–358.
Mackworth AK (1977) Consistency in networks of relations, Artificial Intelligence 8:99–118.
Pardi A, Billeter M and Wuthrich K (1984) Calibration of the angular dependence of the amide proton-Cα proton coupling constants, 3JHNα in a globular protein, J Mol Biol 180:741–751.
Paul RP (1981) Robot manipulators: mathematics, programming and control. Massachusetts: MIT Press.
Wider G, Macura S, Kumar A, Ernst RR and Wuthrich K (1984) Homonuclear two-dimensional 1H NMR of proteins. Experimental procedures. J Mag Res 56:207–234.
Wuthrich K (1986) NMR of proteins and nucleic acids. New York: John Wiley and Sons.
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Duncan, B.S., Brinkley, J.F., Altman, R.B., Buchanan, B.G., Jardetzky, O. (1990). Artificial Intelligence Techniques and NMR Spectroscopy: Application to the Structure of Proteins in Solution. In: Pettegrew, J.W. (eds) NMR: Principles and Applications to Biomedical Research. Springer, New York, NY. https://doi.org/10.1007/978-1-4612-3300-8_5
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DOI: https://doi.org/10.1007/978-1-4612-3300-8_5
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