Matching Tag: rellich-inequalities
Let B R B_R B R R R R R N \mathbb{R}^N R N N > k ≥ 2 N>k\geq 2 N > k ≥ 2 u ∈ C c k ( B R ) u\in C_c^k(B_R) u ∈ C c k ( B R )
Let B R B_R B R R R R R N \mathbb{R}^N R N 1 < p < ∞ 1<p<\infty 1 < p < ∞ k ≥ 2 k\geq 2 k ≥ 2 u ∈ C c k ( B R ) u\in C_c^k(B_R) u ∈ C c k ( B R ) dist ( x , ∂ B R ) \operatorname{dist}(x,\partial B_R) dist ( x , ∂ B R )
Let B R B_R B R R R R R N \mathbb{R}^N R N k ≥ 2 k\geq 2 k ≥ 2 1 < p < N / k 1<p<N/k 1 < p < N / k 0 < γ ≤ ( N − k p ) / ( k p − 1 ) 0<\gamma\leq (N-kp)/(kp-1) 0 < γ ≤ ( N − k p ) / ( k p − 1 ) u ∈ C c k ( B R ) u\in C_c^k(B_R) u ∈ C c k ( B R )
