Hilbert's tenth problem for lacunary entire functions of finite order
type: Item
instance of: scholarly article
title: Hilbert's tenth problem for lacunary entire functions of finite order
author: Natalia Garcia-Fritz
author: Hector Pasten
published in: Mathematical Logic Quarterly (MLQ)
publication date: 2024-08-19T00:00:00Z
Mathematics Subject Classification ID: 03-XX
zbMATH DE Number: 7898321
MaRDI profile type: Publication
cites work: The Diophantine problem for rings of exponential polynomials
cites work: The decision problem for exponential diophantine equations
cites work: The Diophantine Problem for Polynomial Rings and Fields of Rational Functions
cites work: Q4658943
cites work: Uniform positive existential interpretation of the integers in rings of entire functions of positive characteristic
cites work: The concrete tetrahedron. Symbolic sums, recurrence equations, generating functions, asymptotic estimates
cites work: Diophantine undecidability of \({\mathbb{C}{}}(t_ 1,t_ 2)\)
cites work: An analogue of Hilbert's tenth problem for p-adic entire functions
cites work: Diophantine undecidability of holomorphy rings of function fields of characteristic 0
cites work: An Undecidability Result for Power Series Rings of Positive Characteristic
cites work: An Undecidability Result for Power Series Rings of Positive Characteristic. II
cites work: Hilbert's tenth problem for fields of rational functions over finite fields
cites work: Hilbert’s Tenth Problem for Complex Meromorphic Functions in Several Variables
cites work: Undecidability of existential theories of rings and fields: A survey
cites work: Diophantine undecidability for some holomorphy rings of algebraic functions of characteristic 0.
DOI: 10.1002/MALQ.202300046
description: scientific article; zbMATH DE number 7898321