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典型文献
Chaotic Unilateral Weighted Backward Shifts on Sequentially Complete Topological Sequence Spaces
文献摘要:
Extending previous results of Grosse-Erdmann and Peris we obtain a characterization of chaotic unilateral weighted backward shifts on sequentially complete topological sequence spaces in which the canonical unit vectors(en)∞n=1 form an unconditional basis.
文献关键词:
作者姓名:
Zhen RONG;Cheng LUO;Fei HE;Ning LU
作者机构:
College of Statistics and Mathematics,Inner Mongolia University of Finance and Economics,Hohhot 010070,P.R.China;School of Mathematical Sciences,Inner Mongolia University,Hohhot 010021,P.R.China
引用格式:
[1]Zhen RONG;Cheng LUO;Fei HE;Ning LU-.Chaotic Unilateral Weighted Backward Shifts on Sequentially Complete Topological Sequence Spaces)[J].数学学报(英文版),2022(07):1285-1293
A类:
Grosse,Erdmann,Peris
B类:
Chaotic,Unilateral,Weighted,Backward,Shifts,Sequentially,Complete,Topological,Sequence,Spaces,Extending,previous,results,obtain,characterization,chaotic,unilateral,weighted,backward,shifts,sequentially,complete,topological,sequence,spaces,which,canonical,unit,vectors,form,unconditional,basis
AB值:
0.772916
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