On the family of Thue equation|x 3+mx2y−(m+3)xy2+y3|=k
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Publisher
Springer Science and Business Media LLC
Subject
Multidisciplinary
Link
http://link.springer.com/content/pdf/10.1007/BF02836648.pdf
Reference10 articles.
1. Thomas E. Completely Solutions to a Family of Cubic Diophantine Equations[J].J Number theory, 1990,34:235–245.
2. Mignotte M. Verification of a Conjecture of E. Thomas[J].J Number Theory, 1993,44:172–177.
3. Chen Jianhua. Effective Rational Approximation to a Family of Algebraic Number[J].Chinese Science Bulletin, 1996,41:1643–1646.
4. Mignotte M, Pethö A, Lemmermeyer F. On the Family of Thue Equationf(x,y)=x 3−(n−1)x2y−(n+2)xy2+y3=k[J].Acta Arith, 1996,76(3):245–269.
5. Lemmermeyer F, Pethö A. Simplest Number Field [J].Manuscript Math, 1995,88:53–58.
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