The Best Constant of Sobolev Inequality Corresponding to Clamped Boundary Value Problem

First Page		Document Content
Inequalities Linear algebra Physics Quantum mechanics Sobolev inequality Cauchy–Schwarz inequality Hilbert space Uniform convergence Elliptic boundary value problem Mathematics Operator theory Mathematical analysis		The Best Constant of Sobolev Inequality Corresponding to Clamped Boundary Value Problem Add to Reading List Source URL: www.boundaryvalueproblems.com Download Document from Source Website File Size: 527,51 KB Share Document on Facebook

	Quantitative property A, Poincar´e inequalities, Lp-compression and Lp-distortion for metric measure spaces. Romain Tessera September 1, 2008 Abstract DocID: 1xVUo - View Document
	Coarse embeddings into a Hilbert space, Haagerup Property and Poincar´e inequalities Romain Tessera∗ December 5, 2008 Abstract DocID: 1xVk5 - View Document
	Large scale Sobolev inequalities on metric measure spaces and applications. Romain Tessera October 29, 2010 Abstract For functions on a metric measure space, we introduce a notion of DocID: 1xTnT - View Document
	ON THE BOUNDEDNESS OF SOLUTIONS TO ELLIPTIC VARIATIONAL INEQUALITIES PATRICK WINKERT Abstract. In this paper we present global a priori bounds for a class of variational inequalities involving general elliptic operators DocID: 1vrY2 - View Document
	EASTERN JOURNAL OF EUROPEAN STUDIES Volume 3, Issue 1, JuneGlobalization and social inequalities in Europe: assessment and outlook DocID: 1vryz - View Document