Pages that link to "Item:Q5214931"

The following pages link to Peters type polynomials and numbers and their generating functions: Approach with <i>p</i>‐adic integral method (Q5214931):

Displaying 9 items.

• Identities, inequalities for Boole-type polynomials: approach to generating functions and infinite series (Q2067780) (← links)
• Derivation of computational formulas for Changhee polynomials and their functional and differential equations (Q2069458) (← links)
• Some certain classes of combinatorial numbers and polynomials attached to Dirichlet characters: their construction by \(p\)-adic integration and applications to probability distribution functions (Q2080633) (← links)
• On generating functions for Boole type polynomials and numbers of higher order and their applications (Q2335043) (← links)
• Two Explicit Formulas for Degenerate Peters Numbers and Polynomials (Q5051409) (← links)
• Computational identities for extensions of some families of special numbers and polynomials (Q5099164) (← links)
• Explicit, determinantal, recursive formulas and relations of the Peters polynomials and numbers (Q6139678) (← links)
• Computational and implementational analysis of generating functions for higher order combinatorial numbers and polynomials attached to Dirichlet characters (Q6141660) (← links)
• Derivation of computational formulas for certain class of finite sums: Approach to generating functions arising from p$$ p $$‐adic integrals and special functions (Q6142117) (← links)