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Double Fibrations
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This paper defines double fibrations (fibrations of double categories) and describes their key examples and properties. In particular, it shows how double fibrations relate to existing fibrational notions such as monoidal fibrations and discrete double fibrations, proves a representation theorem for double fibrations, and shows how double fibrations are a type of internal fibration.
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Cited by 1 Pith paper
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Compositionality of Lyapunov functions via assume-guarantee reasoning
A categorical framework using lenses and tangencies provides compositional assume-guarantee reasoning for Lyapunov stability in generalized Moore machines and parameterized ODEs.
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