Explicit bounds for composite lacunary polynomials

C Karolus - Glasnik matematički, 2019 - hrcak.srce.hr
Sažetak Let f, g, h ℂ [x] be non-constant complex polynomials satisfying f (x)= g (h (x)) and
let f be lacunary in the sense that it has at most l non-constant terms. Zannier proved in [9] …

[PDF][PDF] EXPLICIT BOUNDS FOR COMPOSITE LACUNARY POLYNOMIALS

C Karolus - GLASNIK MATEMATICKI, 2019 - core.ac.uk
Let f, g, h∈ C [x] be non-constant complex polynomials satisfying f (x)= g (h (x)) and let f be
lacunary in the sense that it has at most l non-constant terms. Zannier proved in [9] that there …

Explicit bounds for composite lacunary polynomials

C Karolus - Glasnik matematički, 2019 - hrcak.srce.hr
Sažetak Let f, g, h ℂ [x] be non-constant complex polynomials satisfying f (x)= g (h (x)) and
let f be lacunary in the sense that it has at most l non-constant terms. Zannier proved in [9] …

Explicit bounds for composite lacunary polynomials

C Karolus - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
Abstract Let $ f, g, h\in\mathbb {C}\left [x\right] $ be non-constant complex polynomials
satisfying $ f (x)= g (h (x)) $ and let $ f $ be lacunary in the sense that it has at most $ l $ non …

Explicit bounds for composite lacunary polynomials

C Karolus - arXiv preprint arXiv:1704.04292, 2017 - arxiv.org
Let $ f, g, h\in\mathbb {C}\left [x\right] $ be non-constant complex polynomials satisfying $ f
(x)= g (h (x)) $ and let $ f $ be lacunary in the sense that it has at most $ l $ non-constant …