Pages that link to "Item:Q1760548"

The following pages link to The theorem on convergence with a functional for integral functionals with \(p(x)\)- and \(p(x, u)\)-growth (Q1760548):

Displaying 8 items.

• Weak convergence theory for strong materials with \(p(x)\)-growth (Q378176) (← links)
• Integral functionals with \(p(x)\)- and \(p(x,u)\)-growth (Q606571) (← links)
• Lower semicontinuity and relaxation for integral functionals with \(p(x)\)- and \(p(x, u)\)-growth (Q662657) (← links)
• Two-scale convergence of integral functionals with convex, periodic and nonstandard growth integrands (Q693161) (← links)
• Conditions for the integrand that are necessary and sufficient for the validity of a theorem on convergence with a functional (Q1363297) (← links)
• Functionals with \(p(x)\) growth (Q1851412) (← links)
• Integral representation and Γ-convergence of variational integrals with<i>p(x)</i>-growth (Q4420729) (← links)
• Closure result for \(\Gamma\)-limits of functionals with linear growth (Q6093337) (← links)