id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ap-1352	Dimakis, A.; Kanning, N.; Müller-Hoissen, F.	Bidifferential Calculus, Matrix SIT and Sine-Gordon Equations	2011	5	.pdf	application/pdf	3375	199	77	9 Solutions of the scalar (sharp line) SIT equations We rewrite p in (20), where now m = 1, as follows, p = p0 − tr ( (SK +KS)ΞKΞ (IM + (KΞ)2)−1 ) = p0 + tr ( (IM + (KΞ)2)x (IM + (KΞ)2)−1 ) = p0 + ( log det ( IM + (KΞ)2 )) Taking (11) into account, the Miura transformation reads q = −cx a−1 = −rx − r ax a−1 , qy = −r	cache/ap-1352.pdf	txt/ap-1352.txt