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New families of special numbers and polynomials arising from applications of p-adic q-integrals.

• Authors : Kim, Daeyeoul; Ozden Ayna, Hacer; Simsek, Yilmaz

Subjects: POLYNOMIALS; FROBENIUS manifolds; COMPUTER science

• Source: Advances in Difference Equations; 7/27/2017, Vol. 2017 Issue 1, p1-11, 11p

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On the integral of the product of four and more Bernoulli polynomials.

• Authors : Hu, Su; Kim, Daeyeoul; Kim, Min-Soo

• Source: Ramanujan Journal; Feb2014, Vol. 33 Issue 2, p281-293, 13p

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A DIOPHANTINE PROBLEM CONCERNING POLYGONAL NUMBERS.

• Authors : KIM, DAEYEOUL; PARK, YOON KYUNG; PINTÉR, ÁKOS

Subjects: DIOPHANTINE equations; POLYGONAL numbers; NUMERICAL solutions to equations

• Source: Bulletin of the Australian Mathematical Society; Oct2013, Vol. 88 Issue 2, p345-350, 6p

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Procedural modeling of trees based on convolution sums of divisor functions for real-time virtual ecosystems.

• Authors : Kim, Jinmo; Kim, Daeyeoul; Cho, Hyungje

Subjects: TREE graphs; MATHEMATICAL convolutions; DIVISOR theory

• Source: Computer Animation & Virtual Worlds; May-Aug2013, Vol. 24 Issue 3/4, p237-246, 10p

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A New Family of Zeta Type Functions Involving the Hurwitz Zeta Function and the Alternating Hurwitz Zeta Function.

• Authors : Kim, Daeyeoul; Simsek, Yilmaz

Subjects: BERNOULLI numbers; ZETA functions; EULER polynomials

• Source: Mathematics (2227-7390); Feb2021, Vol. 9 Issue 3, p233, 1p

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Identities and Computation Formulas for Combinatorial Numbers Including Negative Order Changhee Polynomials.

• Authors : Kim, Daeyeoul; Simsek, Yilmaz; So, Ji Suk

Subjects: EULER polynomials; POLYNOMIALS; BERNOULLI numbers

• Source: Symmetry (20738994); Jan2020, Vol. 12 Issue 1, p9-9, 1p

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Identities and recurrence relations of special numbers and polynomials of higher order by analysis of their generating functions.

• Authors : Simsek, Yilmaz; Kim, Daeyeoul

Subjects: POLYNOMIALS; GENERATING functions; RECURSIVE sequences (Mathematics)

• Source: Journal of Inequalities & Applications; 8/22/2018, Vol. 2018 Issue 1, p1-1, 1p

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Some symmetric identities on higher order q-Euler polynomials and multivariate fermionic p-adic q-integral on.

• Authors : Kim, Daeyeoul¹ ; Kim, Min-Soo²

Subjects: *MATHEMATICAL symmetry; *IDENTITIES (Mathematics); *EULER polynomials

• Source: Applied Mathematics & Computation. Sep2013, Vol. 221, p558-567. 10p.

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