AbstractThis paper gives in detail a practical general method for the explicit determination of all solutions of any Thue equation. It uses a combination of Baker's theory of linear forms in logarithms and recent computational diophantine approximation techniques. An elaborated example is presented
Using a classical result of Thue, we give an upper bound for the number of solutions to a family of ...
AbstractIn this paper, we use the method of Thue and Siegel, based on explicit Pade approximations t...
A practical algorithm for solving an arbitrary Thue-Mahler equation is presented, and its correctnes...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
AbstractThis paper gives in detail a practical general method for the explicit determination of all ...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
AbstractWe propose a general method for numerical solution of Thue equations, which allows one to so...
A method is given to solve any Thue–Mahler equation when the coefficients and variables come from th...
A typical research field in number theory is determining the solutions of Diophantine equations. One...
AbstractFor the family of parametrized Thue equations(X+aY)(X−d2Y)…(X−dn−1Y)(X−aY)−Yn=±1,wheren⩾4,di...
Using a classical result of Thue, we give an upper bound for the number of solutions to a family of ...
AbstractIn this paper, we use the method of Thue and Siegel, based on explicit Pade approximations t...
A practical algorithm for solving an arbitrary Thue-Mahler equation is presented, and its correctnes...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
AbstractThis paper gives in detail a practical general method for the explicit determination of all ...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
This paper gives in detail a practical general method for the explicit determination of all solution...
AbstractWe propose a general method for numerical solution of Thue equations, which allows one to so...
A method is given to solve any Thue–Mahler equation when the coefficients and variables come from th...
A typical research field in number theory is determining the solutions of Diophantine equations. One...
AbstractFor the family of parametrized Thue equations(X+aY)(X−d2Y)…(X−dn−1Y)(X−aY)−Yn=±1,wheren⩾4,di...
Using a classical result of Thue, we give an upper bound for the number of solutions to a family of ...
AbstractIn this paper, we use the method of Thue and Siegel, based on explicit Pade approximations t...
A practical algorithm for solving an arbitrary Thue-Mahler equation is presented, and its correctnes...
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