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näkemys - Higher Category Theory
Two-sided Cartesian Fibrations of Synthetic (∞,1)-Categories by Jonathan Weinberger
The author presents a theory of two-sided cartesian fibrations within the framework of synthetic (∞, 1)-category theory, focusing on characterizations and closure properties.
Opposites of Weak ω-Categories and Adjunctions
The construction of opposites for weak ω-categories facilitates the development of category theory.
An Equivalence Between Categorical Spectra and Pointed $(\infty, \mathbb{Z})$-Categories
Categorical spectra, a higher-categorical analogue of spectra, are equivalent to pointed $(\infty, \mathbb{Z})$-categories, providing a more algebraic understanding of these stable structures.
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