Weak Convergence of Integrands and the Young Measure Representation
Weak Convergence of Integrands and the Young Measure Representation
Validity of the Young measure representation is useful in the study of microstructure of ordered solids. Such a Young measure, generated by a minimizing sequence of gradients converging weakly in $L^p $, often needs to be evaluated on functions of the pth power polynomial growth. A sufficient condition for this …