Please use this identifier to cite or link to this item: http://hdl.handle.net/10525/2669

 Title: Number Sequences in an Integral Form with a Generalized Convolution Property and Somos-4 Hankel Determinants Authors: Rajkovic, Predrag M.Barry, PaulSavic, Natasa Keywords: special numbersdeterminantspolynomialsrecurrence relations Issue Date: 2012 Publisher: Bulgarian Academy of Sciences - National Committee for Mathematics Citation: Mathematica Balkanica New Series, Vol. 26, Fasc 1-2 (2012), 219p-228p Abstract: This paper is dealing with the Hankel determinants of the special number sequences given in an integral form. We show that these sequences satisfy a generalized convolution property and the Hankel determinants have the generalized Somos-4 property. Here, we recognize well known number sequences such as: the Fibonacci, Catalan, Motzkin and SchrÄoder sequences, like special cases. Description: MSC 2010: 11B83, 05A19, 33C45 URI: http://hdl.handle.net/10525/2669 ISSN: 0205-3217 Appears in Collections: Mathematica Balkanica New Series, Vol. 26, 2012, Fasc. 1-2

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