id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ap-6103	Maharaj, Adhir; Andriopoulos, Kostis; Leach, Peter	PROPERTIES OF A DIFFERENTIAL SEQUENCE BASED UPON THE KUMMER-SCHWARZ EQUATION	2020	7	.pdf	application/pdf	4332	243	65	As our pri- mary interest is in differential equations integrable in the sense of Poincaré (iewith solutions which are analytically away from isolated polelike singularities) we are disappointed with the results. However, it has been shown [6, 7] that the operator, D + y, generates a sequence of differential equations based upon the Riccati equation, which has very satisfying properties in terms of their singularity characteristics and algebras.	cache/ap-6103.pdf	txt/ap-6103.txt