3 citations · 6 across the 9 of their papers we have counts for
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math.CV2018
Hyperbolic polynomials and linear-type generating functions
Tamás Forgács, Khang Tran
We prove that the polynomials generated by the relation are hyperbolic for given that the zeros o…
math.CA2018
A note on series with recursively defined terms
Tamás Forgács, Jack Luong, Joshua Williamson
In this note we study the convergence of recursively defined infinite series. We explore the role of the derivative of the defining function at the origin (if it exists), and devel…
math.CV2018
On Zero-Sector Reducing Operators
David A. Cardon, Tamás Forgács, Andrzej Piotrowski +2
We prove a Jensen-disc type theorem for polynomials having all their zeros in a sector of the complex plane. This result is then used to prove the existence of…