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Detecting discrete integrability: the singularity approach
Published 4 Sep 2018 in math-ph, math.MP, and nlin.SI | (1809.00853v1)
Abstract: We describe the various types of singularities that can arise for second order rational mappings and we discuss the historical and present-day, practical, role the singularity confinement property plays as an integrability detector. In particular, we show how singularity analysis can be used to calculate explicitly the dynamical degree for such mappings.
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