A note on concentrations for integral two-scale problems

摘要

This work is devoted to the characterization of the asymptotic behavior, as {ε_n} goes to zero, of a family of integral functionals of the form ∫_Ω ∫ (x, △u_n (χ)) dx in terms of measures of oscillation and concentration associated to the sequence {(<χ/ε_n>,△u_n (χ))}.