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Some applications of Diophantine approximation to Diophantine equations : with special emphasis on the Schmidt subspace theorem

By: Material type: TextTextLanguage: English Publication details: Udine Fourm Editrice 2003Description: 69pISBN:
  • 8884201756 (PB)
Subject(s):
Contents:
1 Diophantine approximation and Diophantine equations 2 Schmidt's subspace theorem and s-unit equations 3 Integral points on curves and other varieties 4 Diophantine equations with linear recurrences
Summary: The present lecture notes originate from a short course (14 hours) given at the University of Pisa during October 2002; it was addressed to graduate students, not necessarily with specific background. ... Roughly speaking, the contents concern certiain applications of Diophantine approximation to Diophantine equations. The whole field is however too vaste for a (short) course, even for a general survey. Therefore, motivated also by some recent work with P. Corvaja, we have concentrated on a few topics, involving the celebrated subspace theorem by W.M. Schmidt.
Item type: BOOKS
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Holdings
Home library Call number Materials specified Status Date due Barcode
IMSc Library 511.36 ZAN (Browse shelf(Opens below)) Available 65754
IMSc Library 511.36 ZAN (Browse shelf(Opens below)) Available 65753
IMSc Library 511.36 ZAN (Browse shelf(Opens below)) Available 65752
IMSc Library 511.5 ZAN (Browse shelf(Opens below)) Available 65751
IMSc Library 511.36 ZAN (Browse shelf(Opens below)) Checked out 21/02/2025 65750

Includes index

Includes bibliography (p. 63-67) and references

1 Diophantine approximation and Diophantine equations
2 Schmidt's subspace theorem and s-unit equations
3 Integral points on curves and other varieties
4 Diophantine equations with linear recurrences

The present lecture notes originate from a short course (14 hours) given at the University of Pisa during October 2002; it was addressed to graduate students, not necessarily with specific background. ... Roughly speaking, the contents concern certiain applications of Diophantine approximation to Diophantine equations. The whole field is however too vaste for a (short) course, even for a general survey. Therefore, motivated also by some recent work with P. Corvaja, we have concentrated on a few topics, involving the celebrated subspace theorem by W.M. Schmidt.

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The Institute of Mathematical Sciences, Chennai, India