Maozhou Huang

collaborators

3 papers

math.KT2026

Algebraic $K$ -theory, cohomotopy $K$ -groups, and Koszul duality

Xiaojun Chen, Farkhod Eshmatov, Maozhou Huang

Let $A$ be an augmented differential graded algebra over a field $k$ of characteristic zero, and let $A^{!} = R Hom_{A} (k, k)$ be its Koszul dual algebra. Blumberg and Ma…

math.RA2026

Biquantization of the necklace Lie bialgebra

Xiaojun Chen, Maozhou Huang, Meiliang Liu +1

For the double of a quiver, the works of Ginzburg, Bocklandt-Le Bruyn and Schedler show that its closed paths, called the necklaces, have a natural Lie bialgebra structure. Schedle…

math.RA2025

Deformation and quantization of the Loday-Quillen-Tsygan isomorphism for Calabi-Yau categories

Xiaojun Chen, Farkhod Eshmatov, Maozhou Huang

For an associative algebra $A$ , the famous theorem of Loday, Quillen and Tsygan says that there is an isomorphism between the graded symmetric product of the cyclic homology of $A$ …

Algebraic K-theory, cohomotopy K-groups, and Koszul duality

Biquantization of the necklace Lie bialgebra

Deformation and quantization of the Loday-Quillen-Tsygan isomorphism for Calabi-Yau categories

Algebraic $K$ -theory, cohomotopy $K$ -groups, and Koszul duality