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The paper discusses hyperdistributions with complex structures in odd-dimensional manifolds, showing that such distributions can determine pseudo-conformal structures if they are torsionless and non-degenerate. It reviews the properties of almost contact structures and establishes necessary conditions for a hyperdistribution to be torsionless. The author also defines pseudo-conformal mappings and transformations, providing insights into the relationships between these geometric structures.

Author

JWHC CORUMANA PROJECT

Language

EN