The Mathieu transformations make up a subgroup of canonical transformations preserving the differential form \sum_i p_i \delta q_i=\sum_i P_i \delta Q_i \, The transformation is named after the French mathematician Émile Léonard Mathieu.
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- The Mathieu transformations make up a subgroup of canonical transformations preserving the differential form \sum_i p_i \delta q_i=\sum_i P_i \delta Q_i \, The transformation is named after the French mathematician Émile Léonard Mathieu.
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- The Mathieu transformations make up a subgroup of canonical transformations preserving the differential form \sum_i p_i \delta q_i=\sum_i P_i \delta Q_i \, The transformation is named after the French mathematician Émile Léonard Mathieu.
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