id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ng451g07r4x	Elisa Gorla	Lifting Properties from the General Hyperplane Section of a Projective Scheme	2004		.txt	text/plain	356	10	36	For curves in P^3, we show that any set of Betti numbers that satisfy that condition can be realized as the Betti numbers of the general plane section of an arithmetically Buchsbaum, non arithmetically Cohen-Macaulay curve. We also show that the matrices that arise as degree matrix of the general plane section of an arithmetically Buchsbaum, integral (or smooth and connected), non arithmetically Cohen-Macaulay space curve are exactly those that arise as degree matrix of the general plane section of an arithmetically Buchsbaum, non arithmetically Cohen-Macaulay space curve and have positive subdiagonal.	cache/ng451g07r4x.txt	txt/ng451g07r4x.txt