Multiplicative Ehresmann connections are defined for Lie groupoid fibrations with existence for Morita and proper cases, completeness governed by kernel and base connections, and equivalence to local triviality for source-proper families.
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Multiplicative Ehresmann connections for Lie groupoid fibrations
Multiplicative Ehresmann connections are defined for Lie groupoid fibrations with existence for Morita and proper cases, completeness governed by kernel and base connections, and equivalence to local triviality for source-proper families.