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generalized option functors are just the functors "a + _" and "_ + a" with arbitrary fixed a instead of a terminal object
…generalized option all proofs simply still go through then, for compatibility with previous development, trivially instantiate to option
this uses the generalized option functor with a constant that is not a terminal object
original definition moved up
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LGTM |
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disp bicat laws (all except two last ones)
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Finished displayed univalence of sigma
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Definition of Homotopical Categories
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…inwhiskering Proposal to use more section variables in whiskering
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Keep master up to date with development on branches WIP*
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the multisorted option functor is an instance of a generalized option functor where the added constant is not a terminal object but an extra variable with a given sort
the calculation of the distributive law for the option functor is generalized so that it can be reused for the multisorted case by mere instantiation