The groupoid-valued affine geometric pullback pseudofunctor #
This file takes the maximal subgroupoid of the geometric affine bounded-above projective derived locus. Objects remain genuine quasi-coherent complexes on affine schemes, while morphisms are restricted to isomorphisms as required by a moduli problem.
The transition functors, unit, and compositor are induced from the geometric affine pseudofunctor. Their coherence is proved from the corresponding derived-category pentagon and triangle identities.
The groupoid of geometric affine bounded-above projective derived
objects over Spec R.
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Arbitrary affine pullback on the maximal subgroupoids of the geometric bounded-above projective loci.
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The unit comparison after passing geometric affine pullback to maximal subgroupoids.
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The compositor after passing geometric affine pullback to maximal
subgroupoids, oriented as required by LocallyDiscrete.mkPseudofunctor.
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The genuine geometric affine bounded-above projective moduli groupoids and their arbitrary pullbacks, packaged as a Cat-valued pseudofunctor.
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Forgetting the affine moduli groupoid to the honest geometric derived locus.
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