Ramachandran plots (RPs) map the wealth of conformations of the polypeptide backbone and are widely used to characterize protein structures. A limitation of the RPs is that they are based solely on two dihedral angles for each amino acid residue and provide therefore only a partial picture of the conformational richness of the protein. Here we extend the structural RP analysis of proteins from a two-dimensional (2D) map to a three-dimensional map by adding the quantitative degree of chiralitythe continuous chirality measure (CCM)of the amino acid residue at each point in the RP. This measure encompasses all bond angles and bond lengths of an amino acid residue. We focus in this report on glycine (Gly) because, due to its flexibility, it o...
The allowed and the ``disallowed'' regions in the celebrated Ramachandran map (phi-psi] map) was ele...
The Ramachandran plot is important to structural biology as it describes a peptide backbone in the c...
To measure molecular chirality, the molecule is treated as a finite set of points in the Euclidean <...
The degree of chirality of protein backbone residues is used to enrich the Ramachandran plot (RP) an...
High conservation of glycyl residues in homologous proteins is fairly frequent. It is commonly under...
Glycine (Gly), simplest of all the residues, is well known for its conformational freedom. An anal....
A Cambridge Structural Database (CSD) search for the zwitterion of glycine, the only natural amino a...
ABSTRACT A Ramachandran plot is a visual representation of the main-chain conformational tendencies ...
BACKGROUND: The Ramachandran plot is a fundamental tool in the analysis of protein structures...
The Ramachandran plot is among the most central concepts in structural biology, seen in publications...
An analysis of the nature and distribution of disallowed RamachandranMolecular Biophysics Unit confo...
The Ramachandran steric map and energy diagrams of the glycyl residue are symmetric. A plot of (�...
Glycine is unique among the amino acids in view of its symmetric nature. While the overall distribut...
The Ramachandran map clearly delineates the regions of accessible conformational (phi-) space for am...
The definition of the structural basis of the conformational preferences of the genetically encoded ...
The allowed and the ``disallowed'' regions in the celebrated Ramachandran map (phi-psi] map) was ele...
The Ramachandran plot is important to structural biology as it describes a peptide backbone in the c...
To measure molecular chirality, the molecule is treated as a finite set of points in the Euclidean <...
The degree of chirality of protein backbone residues is used to enrich the Ramachandran plot (RP) an...
High conservation of glycyl residues in homologous proteins is fairly frequent. It is commonly under...
Glycine (Gly), simplest of all the residues, is well known for its conformational freedom. An anal....
A Cambridge Structural Database (CSD) search for the zwitterion of glycine, the only natural amino a...
ABSTRACT A Ramachandran plot is a visual representation of the main-chain conformational tendencies ...
BACKGROUND: The Ramachandran plot is a fundamental tool in the analysis of protein structures...
The Ramachandran plot is among the most central concepts in structural biology, seen in publications...
An analysis of the nature and distribution of disallowed RamachandranMolecular Biophysics Unit confo...
The Ramachandran steric map and energy diagrams of the glycyl residue are symmetric. A plot of (�...
Glycine is unique among the amino acids in view of its symmetric nature. While the overall distribut...
The Ramachandran map clearly delineates the regions of accessible conformational (phi-) space for am...
The definition of the structural basis of the conformational preferences of the genetically encoded ...
The allowed and the ``disallowed'' regions in the celebrated Ramachandran map (phi-psi] map) was ele...
The Ramachandran plot is important to structural biology as it describes a peptide backbone in the c...
To measure molecular chirality, the molecule is treated as a finite set of points in the Euclidean <...