Отображение 1 - 10 результаты of 28 для поиска '', время запроса: 0.01сек. Отмена результатов
  1. 1

    Elementary number theory по Burton, David M.

    Опубликовано 1989
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    Elementary number theory
  2. 2

    Elementary introduction to number theory по Long, Calvin T.

    Опубликовано 1987
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    Elementary introduction to number theory
  3. 3

    Pi and the AGM a study in analytic number theory and computational complexity по Borwein, Jonathan M.

    Опубликовано 1987
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    Pi and the AGM a study in analytic number theory and computational complexity
  4. 4

    An introduction to the theory of numbers по Niven, Ivan Morton 1915-

    Опубликовано 1980
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    An introduction to the theory of numbers
  5. 5

    Analytic number theory an introduction. по Bellman, Richard Ernest 1920-

    Опубликовано 1980
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    Analytic number theory an introduction.
  6. 6

    Extension of the theory of numbers to integers of the form a + b u2 up to quadratic residues [microform] по Arreola, Matias Asperin 1921-

    Опубликовано 1977
    Visual Material

    Extension of the theory of numbers to integers of the form a + b u2 up to quadratic residues [microform]
  7. 7

    Determination of Gaussian subdomains of quadratic number fields [microform] по Santos, Eugene S. 1941-

    Опубликовано 1977
    Visual Material

    Determination of Gaussian subdomains of quadratic number fields [microform]
  8. 8

    Tableau systems for first order number theory and certain higher order theories. по Toledo, Sue

    Опубликовано 1975
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    Tableau systems for first order number theory and certain higher order theories.
  9. 9

    Selected topics in elementary number theory по Wall, Charles R.

    Опубликовано 1974
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    Selected topics in elementary number theory
  10. 10

    Applications of number theory to numerical analysis. Applications de la theoric des nombres a l'analyse numerique S. K. Zaremba.

    Опубликовано 1972
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    Applications of number theory to numerical analysis. Applications de la theoric des nombres a l'analyse numerique S. K. Zaremba.

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