id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejde-1383	Llibre, Jaume; Valls, Claudia	Global asymptotic stability in quadratic systems	2025	12	.pdf	application/pdf	6762	366	75	c < (−a01 + b10)/a10 + 2 √ −(a210 + a01b10)/a210, (4) a01 > 0, −2a01 < a10 < 0, −a01 + 2a10 − 2 √ −2a01a10 − a210 < b10 < −a01 + 2a10 + 2 √ −2a01a10 − a210, and (b10 − a01)/a10 − 2 √ −(a210 + a01b10)/a210 < 2)XY − d(b2 − bcd+ d2)Y 2, Ẏ = −(a2b10 − a(a10 − b01)c1 − a01c 2 1)X + (c1(a10b+ a01d) − a(bb10 + b01d))Y + c1(a 2 − acc1 + c21)X 2 + (a2d+ 2c21d+ ac1(b− 2cd))XY + d(c1d+ a(b− cd))Y 2. (3.13) We first impose that system (3.13) can be written in the form (a) of Theorem 2.4, that is, that satisfies abb10 + bb01c1 − aa10d− a01c1d = c1(ab− bcc1 + c1d)	cache/ejde-1383.pdf	txt/ejde-1383.txt