|
Chudnovsky G., ed. |
The Riemann problem, complete integrability and arithmetic applications. Proceedings of a seminar held at the Inst. des hauntes etudes scien., Bures-sur Yvete, France, Columbia Univers., New York, USA, 1979-1980. |
|
Chowla S. |
The Riemann hypothesis and Hilbert's tenth problem. |
|
Conner P.E., Floyd E.E. |
The Relation of Cobordism to K-Theories. |
|
Coxeter H.S.M. |
The real projective plane. |
|
Abikoff William |
The Real Analytic Theory of Teichmuller Space |
|
Shohat J. and Tamarkin J.D. |
The problem of moments |
|
Miles J.W. |
The potential theory of unsteady supersonic flow. |
|
Kemperman J.H.B. |
The Passage Problem For a Stationary Markov Chain |
|
Hawkins J.M., compiler |
The Oxford Paperback Dictionary. |
|
Fox L. |
The numerical solution of two-point boundary problems in ordinary differential equations. |
|
Birkhoff Garrett |
The Numerical solution of Elliptic Equations |
|
Conant L.L. |
The number concept. Its origin and development. |
|
Brakke Kenneth A. |
The motion of a Surface by Its Mean Curvature. (Preliminary Informal Notes of University Courses and Seminar in Mathematics) |
|
Gallatly W. |
The modern geometry of the triangle. |
|
Smale S. |
The Mathematics of Time. Essays on Dinamical Systems, Economic Processes, and Related Topics |
|
Crank J. |
The mathematics of diffusion. |
|
Guillemin A.E. |
The mathematics of circuit analysis. Extensions to the mathematical training of electrical engineers. |
|
Baker B.B., Copson E.T. |
The Mathematical Theory of Huygen's Principle.3rd edit. |
|
Aziz A.K., ed. |
The Mathematical Foundations of the Finite Method with Applications to Partial Differential Equations. |
|
Lakatos I. |
The Logic of Mathematical Discovery. |
|
Walsh J.L. |
The location of the critical points of analytic and harmonic functions |
|
Rosenberg S. |
The Laplacian on a Riemannian Manifold. An Introduction to Analysis on Manifolds |
|
Widder D.V. |
The Laplace Transform |
|
Bergman Stefan |
The Kernel functions and conformal mapping |
|
Boas R.P., Widder D.V. |
The Iterated Stieltjes transform |
|
Lacey H.E. |
The isometric theory of classical Banach spaces. |
|
NULL |
The International Who's Who.Twenty-Eighth Edition. 1964-65. |
|
Hardy G.H. |
The integration of functions of a single variable. |
|
Synge J.L. |
The hypercircle in mathematical phisics. A method for the approximate solution of boundary value problems |
|
Nachbin L. |
The Haar Integral |
|
Sarason D. |
The H Spaces of an Annulus |
|
Marden N. |
The geometry of the zeros of a polynomial in a complex variable. |
|
Busemann Herbert |
The geometry of geodedics |
|
Schoneveld Ch. |
The Geometry and the Significance of inclusion patterns in SyntectonicPorphyroblasts |
|
Su B. |
The general projectiv theory of curves |
|
Oldham K.B., Spanier J. |
The Fractional Calculus. Theory and Applications of Differentiation and Integration to Arbitrary Order. |
|
Wintner A. |
The Fourier transform of probability distributions |
|
Binmore K.G. |
The Foundations of Analysis: A Straightforward Introduction. B.1-2 |
|
Binmore K.G. |
The Foundations of Analysis: A Straightforward Introduction. B.1-2 |
|
Jovanavic B.C. |
The Finite Difference Method for Boundary-Value Problems With Weak Solutions |
