Bibliotecas UA Search with limit(s): 'mc-ccode:'''''''''''''''MR''''''''''''''' se:Cambridge tracts in mathematics and mathematical physics holdingbranch:BIA'

Metric spaces

Cambridge University 1968 . 142 p 0-521-04722-6

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The fundamental theorems of the differential calculus

By W. H. Young. New York Hafner 1949 . IX, 72 p

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The zeta-function of Riemann

By E. C. Titchmarsh. London Cambridge University Press 1930 . 104 p

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Integral bases

By W. E. H. Berwick. London Cambridge University Press 1927 . 95 p

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Convexity

By H. G. Eggleston. London Cambridge University Press 1958 . VIII, 136 p

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Integral equations

By F. Smithies. Cambridge University Press 1958 . VII, 172 p

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The general theory of Dirichlet's series

By G. H. Hardy and Marcel Riesz. Cambridge University Press 1952 . 78 p

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Conformal representation

By C. Carathéodory. Cambridge University Press 1952 . IX, 115 p

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Generalized hypergeometric series

By W. N. Bailey. New York Stechert-Hafner 1964 . 108 p

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The foundations of differential geometry

By Oswald Veblen and J. H. C. Whitehead. Cambridge University Press 1953 . IX, 96 p

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Orders of infinity

By G. H. Hardy. London Cambridge University Press 1924 . [3], 77 p

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Algebraic equations

By G. B. Mathews. Cambridge University Press 1907 . [4], 64 p

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The integration of functions of a single variable

By G. H. Hardy. Cambridge University Press 1958 . VIII, 67 p

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Volume and surface integrals used in physics

By J. G. Leathem. New York Hafner 1950 . 73 p

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An introduction to the study of integral equations

By Maxime Bôcher. New York Hafner 1950 . 70 p

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Linear algebras

By L. E. Dickson. New York Hafner 1950 . VIII, 73 p

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Complex integration an Cauchy's theorem

By G. N. Watson. New York Hafner 1950 . 79 p

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The theory of integration

By L. C. Young. New York Stechert-Hafner 1964 . VII, 52 p

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Integral quadratic forms

By G. L. Watson. Cambridge University Press 1960 . VIII, 143 p

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Fourier transformations

By R. R. Goldberg. Cambridge University Press 1961 . VIII, 76 p

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Topological vector spaces

By A. P. Robertson and W. J. Robertson. Cambridge University Press 1964 . VIII, 158 p

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Stochastic approximation

By M. T. Wasan. Cambridge University Press 1969 . VIII, 202 p

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Packing and covering

By C. A. Rogers. Cambridge University Press 1964 . VIII, 111 p

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Multivalent functions

By W. K. Hayman. Cambridge University Press 1958 . VIII, 151 p

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Lie groups

By P. M. Cohn. Cambridge University Press 1965 . VI, 164 p

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Asymptotic expansions

By E. T. Copson. Cambridge University Press 1965 . 120 p

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An introduction to Diophantine approximation

By J. W. S. Cassels. Cambridge University Press 1957 . X, 166 p

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Integral functions

By M. L. Cartwright. Cambridge University Press 1956 . VIII, 135 p

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Fourier series

By G. H. Hardy and W. W. Rogosinski. Cambridge University Press 1950 . [X], 100 p

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Uber einige neuere fortschritte der additiven zahlentheorie

By Edmund Landau. Cambridge University Press 1937 . [2], 94 p

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Ideal theory

By D. G. Northcott. Cambridge University Press 1953 . VIII, 111 p

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Interpolatory function theory

By J. M. Whittaker. Cambridge University Press 1935 . [VII], 107 p

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Introduction to modern prime number theory

By T. Estermann. Cambridge University Press 1952 . [9], 74 p

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The Lebesgue integral

By J. C. Burkill. Cambridge University Press 1951 . VIII, 87 p

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The distribution of prime numbers

By A. E. Ingham. Cambridge University Press 1932 . 114 p

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