id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-3786	Akram, Muhammad Saeed; Amjid, Maira; Iqbal, Sohail	Levin Conjecture for Group Equations of Length 9	2020	25	.pdf	application/pdf	5005	388	87	= c; (ix) a = g, h = c, d = b; (x) a = g, h = e, d = b; (xi) a = g, h = d, e = b; (xii) a = g, h = d, c = b; (xiii) h = b, h = c, c = b; (xiv) h = b, h = d, d = b; (xv) h = b, h = e, e = b; (xvi) h = c, h = d, d = c; (xvii) e = b, e = c, c = b; (xviii) e = c, e = d, d = c; (xix) a = g, h = c, h = d, d = c; (xx) a = g, h = e, h = d, e = d; (xxi) a = g, e = b, d = b, e = d; (xxii) h = b, h = c, c = b, h = d, d = b, d = c; (xxiii) h = b, h = d, d = b, h = e, e = b, e = d; (xxiv) e = b, e = c, c = b, e = d, d = b, d = c. Proof. The presentation P = 〈G, t | s1(t)〉 is aspherical if any one of the following holds: (i) a = g, h = c, e = b; (ii) a = g, h = c, e = d; (iii) a = g, h = e, c = b; (iv) a = g, h = e, d = c; (v) a = g, h = d, e = c; (vi) a = g, e = b, d = c; (vii) a = g, e = c, d = b; (viii) a = g, e = d, c = b; (ix) a = g, e = b, e = c, c = b; (x) a = g, e = c, e = d, d	cache/ejpam-3786.pdf	txt/ejpam-3786.txt