Sobolev-Il'in inequality for a class of generalized shift subadditive operators

S. K. Abdullayev, E. A. Mammadov
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Abstract

We study a problem of establishment of Sobolev-Il’in inequalities type strong and weak inequalities for subadditive operators with majorizing operators from certain class of Riesz potential type integral convolutions with almost monotone kernels, generated by both ordinary and generalized shift operators, associated with Laplace-Bessel differential operator.
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一类广义移位次加性算子的Sobolev-Il'in不等式
本文研究了一类几乎单调核的Riesz势型积分卷积的子加性算子的Sobolev-Il’in不等式型强、弱不等式的建立问题,这些算子由拉普拉斯-贝塞尔微分算子相关的普通移位算子和广义移位算子生成。
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