Author Titlesort descending
Troesch A. Interpretation Geometrique de L'Algorithme D'Euclide et Reconnaissance de Segments
Tzitzeica G. Introduction a la geometrie Differentielle projective de courbes
Takeuti G., Zaring W.M. Introduction to Axiomatic Set Theory
Taylor A.E. Introduction to functional analysis
Tondeur P. Introduction to Lie Groups and Transformation Groups
Titchmarsh E.C. Introduction to the Theory of Fourier Integrals
Titchmarsh E.C. Introduction to the Theory of Fourier Integrals. 3rd edit.
Trione S.E. La integral de Riemann-Liouville
Trjitzinsky W.J. La Tloate-D de Denjoy La Totale-S Symetrique. Memorials des Sciences Mathematiques. Dir. H.Villat. Fasc. 166.
Thomson W.T. Laplace transformation
Tannery J. Lecons d'algebre et d'analyse al'usage des eleves des classes de mathematuques speciales. Tomes 1-2.
Tannenberg W. Lecons nouvelles sur les applications qeometriques du calcul differential
Treves F. Locally Convex Spaces and Linear partial Differential Equations
Taylor A.E. Measures algebras. N. 16
Tchebychev M.P. Memorie sur les nombres premiers. Tire des Memoires des savants etrangers, T. VII.
Takeshi Kotake, Takushiro Ochiai, organiz. com. Non-Linear Problems in Geometry. Conference held at Katata. September 3-8, 1979.
Tovmasyan N.E. Non-Regular Differential Equations and Calculations of Electromagnetic Fields
Turesson B.O. Nonlinear Potential Theory and Weighted Sobolev Spaces
Tchebychev P.L. Oeuveres de P.L.Tchebychev. Pub. Par les soins de MM. A. Markoff et N. Sonin. T. 1
Trione S.L. On the Laplace Transforms of retarded Lorentz-invariant Functions
Tamarkin J.D. On the Ttheory of polinomials of approximation. Lectures delivered at Brown University during 1935-1936
Tamarkin J.D., Faller W. Partial differential equations.
Tutschke W. Partielle komplexe Differentialgleichungen in einer und in mehreren komplexen Variablen
Tsuji M. Potential Theory in Modern Function Theory
Todd J.A., ed. Proceedings of the International Congress of Mathematicians held at Edinburgh, August 14 - 21, 1958.
Tait P.G. Pt.1. Theories-Applications Geometriques
Tait P.G. Pt.2. Geometrie des courbes et des surfaces-Cinematique. Application a la Phisique]
Thomson B.S. Real functions
Toomanian M. Reimann extension and complete lifts of s-spaces. A thesis for the degreeof doctor of Philosophy
Targonski G.I. Seminar on Fuvctional Operators and Equations
Tricomi F. Serie Ortogonali di Funzioni (Corso di Analisi Superiopre)
Taylor R.L. Stochastic Convergence of Weighted Sums of Random Elements in Linear Spaces
Takacs L. Stochastic Processes. Problems and Solutions
Turlot J.Ch. Sur la Taxinomie du Genre Equus: Description et Discrimination des Espaces D'Apres Donnees Craniometriques. These.
Tannery J., Molk J. T. 1. Calculus differential (I partie)
Tannery J., Molk J. T. 2. Calculus differential (II partie)
Tannery J., Molk J. T. 3. Calculus integral (I partie)
Tannery J., Molk J. T. 3. Calculus integral (II partie)
Titchmarsh E.C. The Zeta-function of Riemann
Tresse A. Theorie elementarie des geometries non euclidiennes. T.1