Erakusten 1 - 20 emaitzak -- 152 bilaketa honetara '"Polynomials"', Bilaketaren denbora: 0,03s Findu emaitzak
  1. 1
    The numerical solution of systems of polynomials arising in engineering and science /

    The numerical solution of systems of polynomials arising in engineering and science / nork 431291 Sommese, Andrew J., Wampler, Charles Weldon

    Argitaratua 2005
    Gaiak: “...Polynomials...”
  2. 2
    Construction splitting fields [kasetvideo]

    Construction splitting fields [kasetvideo]

    Argitaratua 1973
    Gaiak: “...Polynomials...”
  3. 3
    Polynomial approximations [filem]

    Polynomial approximations [filem]

    Argitaratua [n.d
    Gaiak: “...Polynomials...”
  4. 4
    Primitive polynomials (mod 2) /

    Primitive polynomials (mod 2) / nork 448010 Watson, E. J.

    Gaiak: “...Polynomials...”
  5. 5
    Construction splitting fields [filem]

    Construction splitting fields [filem]

    Argitaratua 1973
    Gaiak: “...Polynomials...”
  6. 6
    Schools Council. Sixth Form mathematics project : Polinomial methods /

    Schools Council. Sixth Form mathematics project : Polinomial methods /

    Argitaratua 1978
    Gaiak: “...Polynomials...”
  7. 7
    Computing singular solutions to polynomial systems /

    Computing singular solutions to polynomial systems / nork 431272 Morgan, Alexander P., Wampler, Charles W., Sommese, Andrew J.

    Gaiak: “...Polynomials...”
  8. 8
    Polynomial approximations [kasetvideo]

    Polynomial approximations [kasetvideo]

    Argitaratua [19-
    Gaiak: “...Polynomials...”
  9. 9
    Polynomial and piecewise polynomial fitting in tight-binding model of carbon molecule

    Polynomial and piecewise polynomial fitting in tight-binding model of carbon molecule nork Haa, Wai Kang

    Argitaratua 2023
    Gaiak: “...Polynomials...”
    Testu osoa
    Thesis
  10. 10
    On the computation of the GCD of polynomials relative to an orthogonal basis /

    On the computation of the GCD of polynomials relative to an orthogonal basis / nork Nor'aini Aris, Ali Abdul Rahman

    Argitaratua 2001
    Gaiak:
  11. 11
    Topics in polynomials of one and several variables and their applications/

    Topics in polynomials of one and several variables and their applications/ nork Rassias, Themistocles M., 1951-, Srivastava, H. M., Yanushauskas, A

    Argitaratua 1993
    Gaiak: “...Chebyshev polynomials...”
  12. 12
    Hermite normal form [kasetvideo]

    Hermite normal form [kasetvideo]

    Argitaratua 1971
    Gaiak: “...Hermite polynomials...”
  13. 13
    Shape preserving properties of the generalised Ball basis /

    Shape preserving properties of the generalised Ball basis / nork 373654 Goodman, T. N. T., Said, H. B.

    Argitaratua 1988
    Gaiak: “...Polynomials...”
  14. 14
    Bernstein polynomials /

    Bernstein polynomials / nork 199501 Lorentz, G. G.

    Argitaratua 1953
    Gaiak: “...Bernstein polynomials...”
  15. 15
    Algebra of polynomials /

    Algebra of polynomials / nork 171757 Lausch, Hans, Nobauer, Wilfried

    Argitaratua 1973
    Gaiak:
  16. 16
    A consistently rapid algorithm for solving polynomial equations/

    A consistently rapid algorithm for solving polynomial equations/ nork 349050 Moore, J. B.

    Gaiak:
  17. 17
    Hermite normal forms [filem]

    Hermite normal forms [filem]

    Argitaratua 1971
    Gaiak: “...Hermite polynomials...”
  18. 18
    Chebyshev polynomials /

    Chebyshev polynomials / nork 364704 Mason, J. C., Handscomb, David Christopher

    Argitaratua 2003
    Gaiak: “...Chebyshev polynomials...”
  19. 19
    On the application of modular approach to the computation of the greatest common divisors of generalized polynomials /

    On the application of modular approach to the computation of the greatest common divisors of generalized polynomials / nork Nor'aini Aris

    Argitaratua 2003
    Gaiak: “...Polynomials...”
  20. 20
    Further results on the qualitative theory of generalized polynomials /

    Further results on the qualitative theory of generalized polynomials / nork 206299 Maroulas, John, Barnett, S.

    Gaiak: “...Polynomials...”

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