King, R., & Kohler, T. (2023). Gapped Clique Homology on weighted graphs is $\text{QMA}_1$-hard and contained in $\text{QMA}$.
Style de citation Chicago (17e éd.)King, Robbie, et Tamara Kohler. Gapped Clique Homology on Weighted Graphs Is $\text{QMA}_1$-hard and Contained in $\text{QMA}$. 2023.
Style de citation MLA (9e éd.)King, Robbie, et Tamara Kohler. Gapped Clique Homology on Weighted Graphs Is $\text{QMA}_1$-hard and Contained in $\text{QMA}$. 2023.
Attention : ces citations peuvent ne pas être correctes à 100%.