Diophantine inequalities with an infinity of solutions

Type: Article

Publication Date: 1950-05-03

Citations: 11

DOI: https://doi.org/10.1098/rsta.1950.0003

Locations

  • Philosophical Transactions of the Royal Society of London Series A Mathematical and Physical Sciences - View

Similar Works

Action Title Year Authors
+ PDF Chat Does there Exist an Algorithm which to Each Diophantine Equation Assigns an Integer which is Greater than the Modulus of Integer Solutions, if these Solutions form a Finite Set? 2013 Apoloniusz Tyszka
+ Some diophantine equations with many solutions 1988 P. Erdős
C. L. Steward
R. Tijdeman
+ Some diophantine equations with many solutions 1988 R. Tudeman
+ PDF Chat Old and New Conjectured Diophantine Inequalities 2000 Serge Lang
+ PDF Chat Old and new conjectured diophantine inequalities 1990 Serge Lang
+ Quadratic Diophantine Equations with Infinitely Many Solutions in Positive Integers. 2015 Mihai Cipu
+ Infinitely Many Insolvable Diophantine Equations 2004 Noriaki Kimura
Kenneth S. Williams
+ On the number of solutions to a diophantine equation 1972 Bruce Faaland
+ PDF Chat Solving certain diopfantine equations in integers 1964 Vasilij Antonovič Golubev
+ An “Almost” Diophantine Equation 1980 Edward Gaughan
+ Puzzle Problems and Diophantine Equations 1973 Warren J. Himmelberger
+ Diophantine Equations 1986 Manfred R. Schroeder
+ Diophantine Equations 1984 Manfred R. Schroeder
+ Diophantine Equations 1997 Manfred R. Schroeder
+ On the finiteness of solutions for certain Diophantine equations 2024 Mohamed Ouzahra
+ Solution to a linear diophantine equation for nonnegative integers 1988 Harold Greenberg
+ How to Solve a Diophantine Equation: A Number-Theoretic Excursion 1984 Roel Stroeker
+ On the number of solutions of a diophantine system 1969 И. Катаи
J. Mogyoródi
+ A conjecture which implies that there exists a computable upper bound for the heights of solutions of a Diophantine equation with a finite number of solutions 2011 Apoloniusz Tyszka
+ Diophantine equations 1975 Alan R. H. Baker