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An introduction to the foundations of mathematics. The use of the constructive method in arithmetic and the axiomatic method in geometry gives a unitary understanding of the backgrounds of geometry, of its development and of its organic link with the study of real numbers and algebraic structures Towards A non-subjective Bayesian paradigm / J.K. Ghosh and T. Samanta -- On some problems of estimation for some stochastic partial differential equations / B.L.S. Prakasa Rao -- Some unifying techniques in the theory of order statistics / H.A. David -- Stochastic orderings among order statistics and sample spacings / B.-E. Khaledi and S. Kochar -- Parametrics to nonparametrics: extending regression models / A. Sarkar -- Testing goodness of fit of a specific parametric probability model / J.V. Deshpande and U.V. Naik-Nimbalkar -- U statistics and M[subscript m] estimates / A. Bose -- Parametric inference with generalized ranked set eata / B.C. Arnold and R.J. Beaver