جواب هاي رونسكين معادلات سوليتوني: كاربردي از ماتريس هاي واندرموند

In the present paper, we prove that the N-soliton solutions of K-P equation found via inverse Scattering Transform (IST) are equivalent to Wronskian of some functions. This equation is one of the fundamental equations in soliton theory and is a general form of KDV equation. During the proof of Hirota derivative, vondermond matrices and Plackre relation are applied.