Bath, D. (2022). Hyperplane Arrangements Satisfy (un)Twisted Logarithmic Comparison Theorems, Applications to $\mathscr{D}_{X}$-modules.
Citazione stile Chigago Style (17a edizione)Bath, Daniel. Hyperplane Arrangements Satisfy (un)Twisted Logarithmic Comparison Theorems, Applications to $\mathscr{D}_{X}$-modules. 2022.
Citatione MLA (9a ed.)Bath, Daniel. Hyperplane Arrangements Satisfy (un)Twisted Logarithmic Comparison Theorems, Applications to $\mathscr{D}_{X}$-modules. 2022.
Attenzione: Queste citazioni potrebbero non essere precise al 100%.