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Publications by Jong Jin Seo

A Note on Three Variable Symmetric Identities for Q-Euler Polynomials Arising From Fermionic P-Adic Integral on Zp

Applied Mathematical Sciences

English

Related publications

Identities of Symmetry for Q-Euler Polynomials Derived From Fermionic Integral on Zp Under Symmetry Group S3

Applied Mathematical Sciences

English

On P-Adic Integral Representation of Q-Bernoulli Numbers Arising From Two Variable Q-Bernstein Polynomials

English

On P-Adic Fermionic Integrals of Q-Bernstein Polynomials Associated With Q-Euler Numbers and Polynomials †

Computer Science

English

On Degenerate Carlitz's Type Q-Tangent Numbers and Polynomials Associated With P-Adic Q-Integral on Zp

Applied Mathematical Sciences

English

An Identity of the Generalized Q-Euler Polynomials With Weak Weight \Alpha Associated With P-Adic Invariant Q-Integral on Zp

Applied Mathematical Sciences

English

Identities of Symmetry for Euler Polynomials Arising From Quotients of Fermionic Integrals Invariant Under

Journal of Inequalities and Applications

Applied Mathematics

Discrete Mathematics

English

Symmetric Identities of Higher-Order Degenerate Q-Euler Polynomials

Journal of Nonlinear Science and Applications

English

On the Analogues of Tangent Numbers and Polynomials Associated With P-Adic Integral on Zp

Applied Mathematical Sciences

English

A Note on the Barnes-Type Q-Euler Polynomials

Advances in Difference Equations

Applied Mathematics

English