Title of article
Inverse Relations and Schauder Bases
Author/Authors
Huang، نويسنده , , I-Chiau، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2002
Pages
22
From page
203
To page
224
Abstract
The concept of inter-changes of Schauder bases is used to interpret inverse relations for sequences. For a given power series, the interplay between different representations by Schauder bases can result in combinatorial identities, new or known. Local cohomology residues and local duality are used for computations. The viewpoint of Riordan arrays is examined using Schauder bases.
Keywords
combinatorial identity , inverse relation , Lagrange inversion formula , Local duality , Riordan array , power series ring , Residue , Riordan group , Schauder basis
Journal title
Journal of Combinatorial Theory Series A
Serial Year
2002
Journal title
Journal of Combinatorial Theory Series A
Record number
1530680
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