Dr. Tian-Xiao He received a Ph.D. from the Dalian University of Technology and a
Ph.D. from the Texas A&M University. His research interests include spline functions,
approximation theory, wavelet analysis, numerical analysis, enumerative combinatorics,
and some topics in computational mathematics.

Articles

OpenURL

Parametric Catalan Numbers and Catalan Triangles, Linear Algebra and Its Applications (2013)

Here presented a generalization of Catalan numbers and Catalan triangles associated with two parameters based...

 

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A Unified Approach to Generalized Stirling Functions, Journal of Mathematical Research with Applications (2012)

Here presented is a unified approach to generalized Stirling functions by using generalized factorial functions,...

 

OpenURL

Eulerian Polynomials and B-Splines, Journal of Computational and Applied Mathematics (2012)

Here presented is the interrelationship between Eulerian polynomials, Eulerian fractions and Euler-Frobenius polynomials, Euler-Frobenius fractions,...

 

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Sequences of Numbers Meet the Generalized Gegenbauer-Humbert Polynomials, ISRN Discrete Mathematics (2011)

Here we present a connection between a sequence of numbers generated by a linear recurrence...

 

OpenURL

Generalized Exponential Euler Polynomials and Exponential Splines, Open Journal of Discrete Mathematics (2011)

Here presented is constructive generalization of exponential Euler polynomial and exponential splines based on the...

 

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