Cita APA (7a ed.)

Khokhlov, N. A. (2026). Approximating the $S$ matrix for solving the Marchenko equation: The case of channels with different thresholds.

Cita Chicago Style (17a ed.)

Khokhlov, N. A. Approximating the $S$ Matrix for Solving the Marchenko Equation: The Case of Channels with Different Thresholds. 2026.

Cita MLA (9a ed.)

Khokhlov, N. A. Approximating the $S$ Matrix for Solving the Marchenko Equation: The Case of Channels with Different Thresholds. 2026.