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Issue Quadrature
Number 73, Juillet-Septembre 2009
Page(s) 9 - 15
Section 'Patamathématique
DOI http://dx.doi.org/10.1051/quadrature/2009013
Published online 17 June 2009

References of  Quadrature n°73 (2009) 9–15
  1. E. Langford, "The probability that a random triangle is obtuse", Biometrika 56 (1969) 689–690. [CrossRef]
  2. J. Lubczanski, "Comment réussir le triangle quelconque !", Bulletin de l'APMEP 347 (1985) 103–109.
  3. J. Lubczanski, "Le triangle quelconque : une nouvelle recette !", Bulletin de l'APMEP 351 (1985) 911–914.
  4. J. Lubczanski, "Triangle quelconque : ce n'est pas fini !", Bulletin de l'APMEP 351 (1985) 915–918.
  5. R.E. Miles, "On the homogeneous planar poisson process", Math. Biosci. 6 (1970) 85–127. [CrossRef] [MathSciNet]
  6. L.A. Santalo, Integral Geometry and Geometric Probability, Cambridge University Press, 1976 (1979, 2004), p. 17 et pp. 21–22.



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