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In this paper, we consider a new sequence called by the C-sequence
of the Riordan array. It allows us to find a simple proof for
several combinatorial identities. Further, we prove that a
C-sequence characterizes Bell subgroup of the Riordan group.
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참고문헌 (4)
참고문헌 신청
D. G. Rogers / 1978 / Pascal triangles, Catalan numbers and renewal arrays / Discrete Math 22 : 301 ~ 310
G.-S. Cheon / 2008 / Riordan group involutions / Lin. Alg.Appl 428 : 941 ~ 952
L. W. Shapiro / 1991 / The Riordan group / Discrete Appl. Math 34 : 229 ~ 239
L. W. Shapiro / 2003 / Bijections and the Riordan group / Theoretical Computer Science 307 : 403 ~ 413
G.-S. Cheon / 2008 / Riordan group involutions / Lin. Alg.Appl 428 : 941 ~ 952
L. W. Shapiro / 1991 / The Riordan group / Discrete Appl. Math 34 : 229 ~ 239
L. W. Shapiro / 2003 / Bijections and the Riordan group / Theoretical Computer Science 307 : 403 ~ 413
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