Library

Author Title
Johnson Norman L., Kotz Samuel Distributions in Statistics. Continuous Univariate Distributions. In two volumes. V.1
Johnson Norman L., Kotz Samuel Distributions in Statistics. Continuous Univariate Distributions. In two volumes. V.2
Johnson Norman L., Kotz Samuel Distributions in Statistics. Discrete Distributions
Johnson Norman L., Kotz Samuel Urn Models and Their Application. An Approach to Modern Discrete Probability Theory
Johnson R.A., Wichern D.W. Applied Multivariate Sttatistical Analysis
Jolley L.B.W. Summation of Series
Jones B.W. The arithmetic theory of quadratic forms
Jones D. Everyman's english pronouncing dictionary. Countaining 58000 words in international phonetic transcription.
Jordan C. Calculus of Finite Differences
Jorgens K., Weidmann J. Spestrial properties of hamiltonian operators
Jorsboe O.G., Mejlbo L. The Carleson-Hant theorem on Fourier series
Jose J., Saletan E. Classical Dynamics: A Contemporary Approach
Joshi K.D. Introduction to general topology
Jost J. Compact Riemann Surfaces. An Introduction to Contemporary Mathematics.
Jost J. Postmodern Analysis
Jost J. Riemannian Geometry and Geometric Analysis
Jouanolou J.P. Ideaux Resultats
Jouanolou J.P. Theoremas de Bertini et applications
Jouffret E. Melanges de Geometrie a quatre dimentions
Jovanavic B.C. The Finite Difference Method for Boundary-Value Problems With Weak Solutions
Jprdan Ch. Calculus of finite differences
Julia G. Fasc. 1.Vecteurs et tenseurs
Julia G. Fasc. 2. Cinematique et geometrie cinematique
Julia G. Fasc. 3. Geometrique infinitesimale. 1me pte
Julia G. Fasc. 4. Cinematique et geometrie cinematique
Julia G. Fasc. 5. Geometrique infinitesimale. 2me pte
Julia G. V. 1. Redige aves la coloboration de Pierre Boos, Rene Harmegnies et Roger Julia.
Julia G. 1 pte Receuillies et redigees par M.Brelton et Rene de Possel
Julia G. 1 pte. Lecons redigees par R. Marrot
Julia G. 2 pte
Julia G. 2 pte.Lecons redigees par J.Dufresnoy
Julia G. Course de Geometrie
Julia G. Lecons sur la Representation Conforme des Aires Simplement Connexes
Julia G. Lecons sur la Representation Conforme des Aires Simplement Connexes
Julia G. Lecons sur la Representation Conforme des Aires Simplement Connexes
Julia G. Lecons sur la Representation Conforme des Aires Simplement Connexes
Julia G. Lecons sur les founctions uniformes a point singulier essentiel isole Representation Conforme des Aires Simplement Connexes
Julia G. Oeuvres. Publiees sous la direction par Michel Herve. Vol. 1-6
Julia G. V.2. Founctions analytiques
Julia G. V.4. Equations aux derivees partielles du primier order

Pages