2006
DOI: 10.1021/ci6002762
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Algorithm for Exhaustive and Nonredundant Organic Stereoisomer Generation

Abstract: Generation of organic stereoisomers with R/S, Z/E, and/or M/P configurations that may contain heteroatoms, multiple bonds, and any kind of cycle (isolated, spiro, condensed, and nested) is described. Inputs for processing are molecular structures in a N_tuple format resident on an automatic (canonical) or manual (non canonical) generated file which are processed by doing internal molecular graph construction, a weighted bipartite tree construction for all atoms and bonds to detect stereocenters, and symmetrica… Show more

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Cited by 8 publications
(7 citation statements)
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“…This is one of the merits of this method. It does not P1: {(1,1); (2,14); (3,13);(4,4);(5,5); (6,10); (7,9); (8,8); (11,11); (12,12); (15,15);(16,16)} P2: {(1,8);(2,7); (3,6);(4,5); (9,14); (10,13); (11,15); (12,16) No No 0.06 13 P1: {(1,1);(2,6);(3,5);(4,4);(7,13); (8,14); (9,15); (10,16); (11,17); (12,18); (19,19); (20,21); (22,22);(23,24)} P2: {(1,3);(2,2);(4,6);(5,5);(7,7); (8,9);(10,10); (11,12); (13,19); (14,20); (15,21); (16,22); (17,23);(18,24)} P3: {(1,5);(2,4);(3,3);(6,6); (7,...…”
Section: Resultsmentioning
confidence: 99%
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“…This is one of the merits of this method. It does not P1: {(1,1); (2,14); (3,13);(4,4);(5,5); (6,10); (7,9); (8,8); (11,11); (12,12); (15,15);(16,16)} P2: {(1,8);(2,7); (3,6);(4,5); (9,14); (10,13); (11,15); (12,16) No No 0.06 13 P1: {(1,1);(2,6);(3,5);(4,4);(7,13); (8,14); (9,15); (10,16); (11,17); (12,18); (19,19); (20,21); (22,22);(23,24)} P2: {(1,3);(2,2);(4,6);(5,5);(7,7); (8,9);(10,10); (11,12); (13,19); (14,20); (15,21); (16,22); (17,23);(18,24)} P3: {(1,5);(2,4);(3,3);(6,6); (7,...…”
Section: Resultsmentioning
confidence: 99%
“…(6,6);(7,10); (8,11); (9,12); (13,16); (14,17); (15,18); (19,22); (20,23 ,7); (8,8); (9,9);(10,10); (11,11); (12,12);(13,13); (14,14); (15,15); (16,16); (17,17); (18,18); (19,19); (20,20) require a special procedure to determine stereochemical centers neither the number or size or kind of cycle (isolated, nested, spiro, fused) or even to know if there is any cycle present. Processing time in general depends on the number of atoms and also on the structure complexity more than on the number of symmetry elements.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The algorithm is also used when the user defines reactants that have stereocenters without specifying the stereoconfiguration. A number of stereoisomer generation algorithms exist in the literature , but free and publicly available codes based on them were not found. The methodology used in this work is based on the algorithm by Razinger et al .…”
Section: Methodsmentioning
confidence: 99%
“…Then stereoisomers caused only by asymmetry around carbon atoms are fundamental and practically important. As to enumeration of such stereoisomers, several methods have been proposed [1,3,12], which mostly follow the work by Nourse [7]. Given a chemical compound with m stereocenters, these methods first create a list of all 2 m combinations of the two choices of asymmetries around each carbon atom, and remove each set S of combinations that represent the same stereoisomer leaving one of them as their representative.…”
Section: Introductionmentioning
confidence: 99%