Preprint 2010-001
Ultraparabolic H-measures and compensated compactness
E.Yu. Panov
Abstract: We present a generalization of compensated compactness theory to the case of variable and generally discontinuous coefficients, both in the quadratic form and in the linear, up to the second order, constraints. The main tool is the localization properties for ultra-parabolic H-measures corresponding to weakly convergent sequences.