id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ap-1271	Mine, T.	Self-adjoint Extensions of Schrödinger Operators with ?-magnetic Fields on Riemannian Manifolds	2010	11	.pdf	application/pdf	7328	472	84	In the case M = R 2 and K = 1, similar results are obtained in [7] and Moreover, Lisovyy [11] studies the caseM is the Poincaré disk, g is the Poincaré metric, V = 0 and dA = Bωg+2παδ0, where B is a non-zero constant and ωg is the surface form induced from the Poincaré metric g. In all the results above, they first determine the deficiency subspaces Ker(Hmax ∓ i) and apply the Krein-Von Neumann theory.	cache/ap-1271.pdf	txt/ap-1271.txt