Cita APA (7a ed.)

Pathak, A. (2025). BMO solvability with singular drifts on ample sawtooth domains implies $L^p$ solvability.

Cita Chicago Style (17a ed.)

Pathak, Aritro. BMO Solvability with Singular Drifts on Ample Sawtooth Domains Implies $L^p$ Solvability. 2025.

Cita MLA (9a ed.)

Pathak, Aritro. BMO Solvability with Singular Drifts on Ample Sawtooth Domains Implies $L^p$ Solvability. 2025.

Precaución: Estas citas no son 100% exactas.