First-order locally convex Lie algebroids form a category whose morphisms are defined by pullback of sheaf-valued forms, and Banach-Lie algebroid morphisms integrate uniquely to source-simply connected Banach-Lie groupoid morphisms.
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A category of locally convex Lie algebroids
First-order locally convex Lie algebroids form a category whose morphisms are defined by pullback of sheaf-valued forms, and Banach-Lie algebroid morphisms integrate uniquely to source-simply connected Banach-Lie groupoid morphisms.