Abstract

BackgroundThe Chemistry Development Kit (CDK) is an open source Java library for manipulating and processing chemical information. A key aspect in handling chemical structures is the determination of the chemical rings. The rings of a structure are used areas including descriptors, stereochemistry, similarity, screening and atom typing. The CDK includes multiple algorithms for determining the rings of a structure on demand. Non-unique descriptions of rings were often used due to the slower performance of the unique alternatives.ResultsEfficient algorithms for handling chemical ring perception have been implemented and optimised in the CDK. The algorithms provide much faster computation of new and existing types of rings. Several optimisation and implementation considerations are discussed which improve real case usage. The performance is measured on several publicly available data sets and in several cases the new implementations were found to be more than an order of magnitude faster.ConclusionsAlgorithmic improvements allow handling of much larger datasets in reasonable time. Faster computation allows more appropriate rings to be utilised in procedures such as aromaticity. Several areas that require ring perception have also seen a noticeable improvement. The time taken to compute the unique rings is now comparable allowing a correct usage throughout the toolkit. All source code is open source and freely available.

Highlights

  • Introduction to methodology and encoding rulesJ Chem Inf Comput Sci 1988, 28(1):31–36. 20

  • Cycle membership The existing algorithm used in SpanningTree was for graphs with weighted edges [12]

  • In addition to detecting the cyclic vertices and edges the procedure partitions the graph in to separate components which correspond to a separate ring systems in the chemical structure

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Summary

Results

Efficient algorithms for handling chemical ring perception have been implemented and optimised in the CDK. The algorithms provide much faster computation of new and existing types of rings. Several optimisation and implementation considerations are discussed which improve real case usage. The performance is measured on several publicly available data sets and in several cases the new implementations were found to be more than an order of magnitude faster

Conclusions
Background
Results and discussion
Conclusion
11. Nikolova-Jeliazkova N
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