Abstract

Complexity and diversity indices based on fundamental mathematical entities (topological invariants) are used to calculate the changes that take place during synthetic reactions, such as the Aldol, Diels–Alder, Wittig, Reppe–Vollhardt, Pauson–Khand and House–Whitesides reactions. Such calculations provide a way to compare the power of various reactions to increase molecular complexity, and they furnish a ‘yardstick’ to gauge the state of the art of synthetic chemistry. Retrosynthetic transforms and disconnections are also evaluated, and in the latter case, topological simplification principles are derived. In this way we may reveal the ‘unseen hand’ of synthesis.

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