This book will be an undergraduate textbook written in the univalent style, taking advantage of the presence of symmetry in the logic at an early stage.
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This lemma is rather special, and gets used only to show that we can form an injection from a predicate. Perhaps we should just prove more generally the the fibers are the first projection are equivalent to the members of the family, for any family of types used to form a sum-type. Or do we already do that somewhere?
This lemma is rather special, and gets used only to show that we can form an injection from a predicate. Perhaps we should just prove more generally the the fibers are the first projection are equivalent to the members of the family, for any family of types used to form a sum-type. Or do we already do that somewhere?