An equality involving or thant prcealiiies

References

• Abrahamson , I. G. 1964 . Orthant Probabilities for the Quadrivariate normal distribution . Ann.Math.Statist , 35 : 1685 – 703 .
   Google Scholar
• Bacon , R. H. 1963 . Appoximations to multivariate normal Orthant Probabilities . Ann.Math.Statist , 34 : 191 – 8 .
   Google Scholar
• Cheng , M. C. 1969 . The orthant Probabilities of four gaussian variates . Ann.Math.Statist , 40 : 152 – 61 .
   Google Scholar
• David , F. N. 1953 . A note on the evaluation of the multivariate normal integral . Biometrika , 40 : 458 – 59 .
   Web of Science ®Google Scholar
• David , F. N. and Mallows , C. L. 1961 . The variance of spearman's rho in normal samples . Biometrika , 48 : 19 – 28 .
   Web of Science ®Google Scholar
• Gupta , S. S. 1963 . Probability integrals of multivariate normal and multivariate . Ann.Math.Statist , 34 : 792 – 828 .
   Google Scholar
• Johnson , N. L. and Kotz , S. 1972 . “ Distributions in statistics ” . In Continous Multivariate Distribution , New york : John Wiley and sons Inc .
   Google Scholar
• Kendall , M. G. 1941 . Proff of relations connected with the Tetrachoric series and its generalization . Biometrika , 32 : 196 – 98 .
   Google Scholar
• Kudo , A. 1963 . A multivariate analogue of the one sided cast . Biometrika , 50 ( 3 and 4 ) : 403 – 18 .
   Web of Science ®Google Scholar
• Kudd , A. 1958 . On the distribution of the maximum value of an equally correlated sample from a normal population . Sankhyā , 20 ( 3 and 4 ) : 309 – 16 .
   Google Scholar
• Mafadden , J. A. 1960 . Two expansions for the quarivariata normal integral . Biometrika , 47 ( 3 and 4 ) : 323 – 33 .
   Web of Science ®Google Scholar
• Moras , P. A. P. 1956 . The numerical evaluation of a class of integrals . Proc. Cambridge Phil.Soc , 52 ( 3 and 4 ) : 230 – 33 .
   Google Scholar
• Ruben , H. 1960 . Probability contant of regions under spherical normal distributions . Ann.Math.statist , 32 ( 3 and 4 ) : 598 – 13 .
   Google Scholar
• Schlgfli , L. 1858 . On the multiple intagral ∫adxdy,…dz Whose limits are p1=a1x+b1y+,…+h1=>0, p2>0,…, pn>0 and x2+ …+.z2<1 . Quart.J.Math , 2 ( 3 and 4 ) : 269 – 01 . 3,54-68 and 97-108
   Google Scholar
• Sondhi , M. M. 1961 . A Note on the quadrivariate normal integral . Biometrika , 43 ( 3 and 4 ) : 201 – 3 .
   Google Scholar
• Steck , G. P. 1962 . Orthart probabilinies for the equicorrelated multivariate normal distribution . Biometrika , 49 ( 3 and 4 ) : 433 – 45 .
   Web of Science ®Google Scholar
• Van der Vaart , H. R. 1955 . The content of some classes of non-euclidean polyhedra for any number of dimensions,with several applications,I,II . Proc.Akademie van Weten schaffen Akademic van Weten Schaffen,Amsterdam , 58 ( A ) : 199 – 221 .
   Google Scholar