The Second Pao-Lu Hsu Conference (2009): Machine Learning and Computational Recognition will be held on Xi’an Jiaotong University in Xi’an, China in the last week of June, 2009 (June 22～28). This is a joint event o...The Second Pao-Lu Hsu Conference (2009): Machine Learning and Computational Recognition will be held on Xi’an Jiaotong University in Xi’an, China in the last week of June, 2009 (June 22～28). This is a joint event of the展开更多
This paper gives a unified approach to Hsu's two classes of extended GSN pairs in the setting of Hsu-Riordan partial monoid which is a generalization of Shapiro's Riordan group, and moreover Hsu-Wang transfer ...This paper gives a unified approach to Hsu's two classes of extended GSN pairs in the setting of Hsu-Riordan partial monoid which is a generalization of Shapiro's Riordan group, and moreover Hsu-Wang transfer theorem, Drown-Sprugnoli transfer formula and generalized Brown transfer lemma which display some transfer methods of different kinds of Hsu-Riordau arrays and identities respectively.展开更多
With the aid of the weight function of an r×r matrix associated with the symmetric group Sr of degree r, we obtain a direct method to determinate the addedfactor of multivariate Gould-Hsu inversion. Furthermore. ...With the aid of the weight function of an r×r matrix associated with the symmetric group Sr of degree r, we obtain a direct method to determinate the addedfactor of multivariate Gould-Hsu inversion. Furthermore. the q-analogue of this formula can also be derived by the same argument.展开更多
文摘The Second Pao-Lu Hsu Conference (2009): Machine Learning and Computational Recognition will be held on Xi’an Jiaotong University in Xi’an, China in the last week of June, 2009 (June 22～28). This is a joint event of the
文摘This paper gives a unified approach to Hsu's two classes of extended GSN pairs in the setting of Hsu-Riordan partial monoid which is a generalization of Shapiro's Riordan group, and moreover Hsu-Wang transfer theorem, Drown-Sprugnoli transfer formula and generalized Brown transfer lemma which display some transfer methods of different kinds of Hsu-Riordau arrays and identities respectively.
文摘With the aid of the weight function of an r×r matrix associated with the symmetric group Sr of degree r, we obtain a direct method to determinate the addedfactor of multivariate Gould-Hsu inversion. Furthermore. the q-analogue of this formula can also be derived by the same argument.
