@article {Zenisek:June 1999:0862-7940:169,
	author = "Zenisek A.",
	title = "Surface integral and Gauss-Ostrogradskij theorem from the viewpoint of applications",
	journal = "Applications of Mathematics",
	volume = "44",
	year = "June 1999",
	abstract = "<P>Making use of a surface integral defined without use of the partition of unity, trace theorems and the Gauss-Ostrogradskij theorem are proved in the case of three-dimensional domains <IMG SRC="/iso-ents/isogrk32/omega-c.gif" ALT="Omega"> with a Lipschitz-continuous boundary for functions belonging to the Sobolev spaces <I>H</I><SUP>1,<I>p</I></SUP>(<IMG SRC="/iso-ents/isogrk32/omega-c.gif" ALT="Omega">) (1 <IMG SRC="/iso-ents/isotech/le.gif" ALT="le"> <I>p</I> &#060; <IMG SRC="/iso-ents/isotech/infin.gif" ALT="infin">). The paper is a generalization of the previous author&#039;s paper which is devoted to the line integral.</P>",
	pages = "169-241(73)",
	url = "http://www.ingentaconnect.com/content/klu/apom/1999/00000044/00000003/00419318"
}