On Some Properties of a High Order Fractional Differential Operator which is not in General Selfadjoint
On Some Properties of a High Order Fractional Differential Operator which is not in General Selfadjoint
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发表时间：
2007
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通讯作者：
Latifa Debbi
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作者：
Latifa Debbi
引入了一个α ∈ R+阶分数阶微分算子，并研究了它的一些性质.该算子是Riesz-Feller算子、Riemann-Liouville算子、Laplacian算子的分数幂算子和一类Jacob伪微分算子的推广。数学科目分类：26 A33、35 S 05、60 G52
A fractional differential operator of order α ∈ R+ is introduced and some of its properties are studied. This operator is a generalization of the operators of Riesz-Feller, of Riemann-Liouville, of the fractional power of the Laplacian and of a class of the Jacob pseudodifferential operators. Mathematics Subject Classification: 26A33, 35S05, 60G52