Pages that link to "Item:Q4612118"

The following pages link to Log-concavity of recursively defined polynomials (Q4612118):

Displaying 11 items.

• Polynomization of the Chern-Fu-Tang conjecture (Q2020010) (← links)
• On a new class of Laguerre-Pólya type functions with applications in number theory (Q2090291) (← links)
• On a conjecture of Heim and Neuhauser on some polynomials arising from modular forms and related to Fibonacci polynomials (Q2127846) (← links)
• The Dedekind eta function and D'Arcais-type polynomials (Q2289592) (← links)
• Horizontal and vertical log-concavity (Q2658351) (← links)
• Powers of the eta-function and Hecke operators (Q2880325) (← links)
• Infinite log-concavity for polynomial Pólya frequency sequences (Q3450059) (← links)
• Fractional partitions and conjectures of Chern–Fu–Tang and Heim–Neuhauser (Q5006985) (← links)
• Recurrence relations for polynomials obtained by arithmetic functions (Q5223036) (← links)
• The irreducibility of polynomials related to work of Heim, Luca and Neuhauser (Q6071866) (← links)
• Identities involving sum of divisors, compositions and integer partitions hiding in the \(q\)-binomial theorem (Q6566477) (← links)