|danielfk at jhu .edu|
We put a model structure on the category of prederivators and strict natural transformations, and prove a Quillen equivalence with the Joyal model structure for quasicategories. We also classify those prederivators in the essential image of the embedding of quasicategories into prederivators.
Notes written to accompany my oral candidacy exam taken in 2017.
Notes written while trying to understand the definition of monoidal infinity category in Higher Algebra.