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Original Articles

On the proper spinor genus of a quadratic form

Pages 203-208 | Published online: 02 Apr 2008

References

  • Bass , H. 1967 . “ Lectures on Topics in Algebraic K-Theory ” . In Tata Institute of Fundamental Research Bombay
  • Cassels , J. W. S. 1978 . Rational Quadratic Forms , New York : Academic Press .
  • Gerstsin , L. J. 1969 . "Splitting quadratic forms over integers of global fields" . American Journal of Mathematics , 91 : 106 – 134 .
  • Gerstein , L. J. 1979 . "Unimodular quadratic forms over global function fields" . Journal of Number Theory , 11 : 529 – 541 .
  • Ksia , J. S. 1980 . "On the classification of unimodular quadratic forms" . Journal of Number Theory , 12 : 327 – 333 .
  • Jones , B. W. 1972 . "Quasi-genera of quadratic forms" . Scripta Mathematica , 29 : 359 – 370 .
  • Kneser , M. 1956 . "Klassenzahlen indefiniter quadratischer Formen in drei oder mehr . Archiv der Mathematik , 7 : 323 – 332 .
  • O’Meara , O. T. 1971 . introduction to Quadratic Forms , New York/Berlin : Spring-Verlag .
  • O’Meara , O. T. 1976 . “ Hilbert's eleventh problem:The arithmetic theory of quadratic forms ” . In Mathematical Developments Arising from Hilbert Problems , Vol. I , 379 – 400 . American Mathematical Society . Providence, R.I.
  • Roy , A. 1968 . "Cancellation of quadratic forms over commutative rings" . Journal of Algebra , 10 : 286 – 298 .
  • Wagner , R. C. 1972 . "Some Witt cancellation theorems" . American Journal of Mathematics , 94 : 206 – 220 .
  • Watson , G. L. 1960 . Integral Quadratic Forms , Cambridge : Cambridge University Press .

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