Diophantine equations in separated variables and lacunary polynomials
D Kreso - International Journal of Number Theory, 2017 - World Scientific
We study Diophantine equations of type f (x)= g (y), where f and g are lacunary polynomials.
According to a well-known finiteness criterion, for a number field K and nonconstant f, g∈ K …
According to a well-known finiteness criterion, for a number field K and nonconstant f, g∈ K …
[PDF][PDF] Diophantine equations in separated variables and lacunary polynomials
D Kreso - math.tugraz.at
We study Diophantine equations of type f (x)= g (y), where f and g are lacunary polynomials.
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
Diophantine equations in separated variables and lacunary polynomials
D Kreso - arXiv preprint arXiv:1705.05044, 2017 - arxiv.org
We study Diophantine equations of type $ f (x)= g (y) $, where $ f $ and $ g $ are lacunary
polynomials. According to a well known finiteness criterion, for a number field $ K $ and …
polynomials. According to a well known finiteness criterion, for a number field $ K $ and …
Diophantine equations in separated variables and lacunary polynomials
D Kreso - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
We study Diophantine equations of type $ f (x)= g (y) $, where $ f $ and $ g $ are lacunary
polynomials. According to a well known finiteness criterion, for a number field $ K $ and …
polynomials. According to a well known finiteness criterion, for a number field $ K $ and …
[PDF][PDF] Diophantine equations in separated variables and lacunary polynomials
D Kreso - scholar.archive.org
We study Diophantine equations of type f (x)= g (y), where f and g are lacunary polynomials.
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
Diophantine equations in separated variables and lacunary polynomials
D Kreso - International Journal of Number Theory, 2017 - graz.elsevierpure.com
We study Diophantine equations of type f (x)= g (y), where f and g are lacunary polynomials.
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
[PDF][PDF] Diophantine equations in separated variables and lacunary polynomials
D Kreso - applied.math.tugraz.at
We study Diophantine equations of type f (x)= g (y), where f and g are lacunary polynomials.
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
According to a well known finiteness criterion, for a number field K and nonconstant f, g∈ K …
Diophantine equations in separated variables and lacunary polynomials.
D Kreso - International Journal of Number Theory, 2017 - search.ebscohost.com
We study Diophantine equations of type, where and are lacunary polynomials. According to
a well-known finiteness criterion, for a number field and nonconstant, the equation has …
a well-known finiteness criterion, for a number field and nonconstant, the equation has …