Operator representation of Gevrey ultradistributions algebra with supports on positive $n$-dimensional angle
Array
Keywords:
ultradifferentiable function, Gevrey ultradistribution, strongly continuous semigroup, convolution algebraAbstract
The representation of convolution Gevrey algebra of ultradistributions as commutant of the $n$-parametric strongly continuous semigroup of shifts in algebra of linear and continuous mappings over the space of ultradifferentiable Gevrey functions with supports on positive $n$-dimensional angle is proved.
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Published
2009-12-30
How to Cite
(1)
Solomko, A. Operator Representation of Gevrey Ultradistributions Algebra With Supports on Positive $n$-Dimensional Angle: Array. Carpathian Math. Publ. 2009, 1, 197-206.
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Scientific articles