【摘 要】
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In the past,several authors studied spaces of m-th order difference sequences,among them,H.Polat and F.Basar ([17]) defined the Euler spaces of m-th order diffe
【机 构】
：
Ivana Djolovi(c)(Technical Faculty,Department of Mathematics
论文部分内容阅读
In the past,several authors studied spaces of m-th order difference sequences,among them,H.Polat and F.Basar ([17]) defined the Euler spaces of m-th order difference sequences er0(△(m)),erc(△(m)) and er∞(△Cm)) and characterized some classes of matrix transformations on them.In our paper,we add a new supplementary aspect to their research by characterizing classes of compact operators on those spaces.For that purpose,the spaces are treated as the matrix domains of a triangle in the classical sequence spaces co,c and (t)∞.The main tool for our characterizations is the Hausdorff measure of noncompactness.
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