Înapoi la articole →

Cel mai recent articol

Ultima verificare

Urmăritori 0 urmăritori
Articole: 183
  1. Numerical power series reversion

    Fredrik Johansson: Numerical power series reversion

  2. Fredrik Johansson: Numerically stable fast polynomial arithmetic

  3. Arb 0.5

    Fredrik Johansson: Arb 0.5

  4. Testing Li’s criterion

    Fredrik Johansson: Testing Li’s criterion

  5. Coping with a big argument

    Fredrik Johansson: Coping with a big argument

  6. Machin-like formulas for logarithms

    Fredrik Johansson: Machin-like formulas for logarithms

  7. An even speedier gamma function

    Fredrik Johansson: An even speedier gamma function

  8. Precise computation of roots of unity

    Fredrik Johansson: Precise computation of roots of unity

  9. Fredrik Johansson: Timings for the complex gamma function in Arb

  10. Arb 0.4

    Fredrik Johansson: Arb 0.4

  11. Arb 0.3, with complex numbers

    Fredrik Johansson: Arb 0.3, with complex numbers

  12. Automatic hypergeometric series

    Fredrik Johansson: Automatic hypergeometric series

  13. Ball linear algebra

    Fredrik Johansson: Ball linear algebra

  14. Sometimes faster is worse

    Fredrik Johansson: Sometimes faster is worse

  15. Fredrik Johansson: Implementing log-gamma using the Stirling series

  16. Fredrik Johansson: Karatsuba’s algorithm for the gamma function

  17. Code rewrite, and Fibonacci numbers

    Fredrik Johansson: Code rewrite, and Fibonacci numbers

  18. What’s new in FLINT 2.3

    Fredrik Johansson: What’s new in FLINT 2.3

  19. Experiments with low-level ball arithmetic

    Fredrik Johansson: Experiments with low-level ball arithmetic

  20. Logarithms as well

    Fredrik Johansson: Logarithms as well

  21. Revisiting transcendental functions

    Fredrik Johansson: Revisiting transcendental functions

  22. Algorithm selection for zeta(n)

    Fredrik Johansson: Algorithm selection for zeta(n)

  23. High-precision ball arithmetic

    Fredrik Johansson: High-precision ball arithmetic

  24. Partitions into the quintillions

    Fredrik Johansson: Partitions into the quintillions

  25. Factorials mod n and Wilson’s theorem

    Fredrik Johansson: Factorials mod n and Wilson’s theorem

  26. Blog moved

    Fredrik Johansson: Blog moved

  27. Some FLINT 2.2 highlights

    Fredrik Johansson: Some FLINT 2.2 highlights

  28. 100 mpmath one-liners for pi

    Fredrik Johansson: 100 mpmath one-liners for pi

  29. Fredrik Johansson: A FLINT example: Lambert W function power series

  30. Announcing mpmath 0.16

    Fredrik Johansson: Announcing mpmath 0.16

  31. Fredrik Johansson: Again, mpmath in Sage is about to get faster

  32. Fredrik Johansson: Fast combinatorial and number-theoretic functions with FLINT 2

  33. Fredrik Johansson: Euler-Maclaurin summation of hypergeometric series

  34. Post Sage Days 24 report

    Fredrik Johansson: Post Sage Days 24 report

  35. Sage Days 23, and Bessel function zeros

    Fredrik Johansson: Sage Days 23, and Bessel function zeros

  36. Symbolic infinite series

    Fredrik Johansson: Symbolic infinite series

  37. Incomplete elliptic integrals complete

    Fredrik Johansson: Incomplete elliptic integrals complete

  38. Assorted special functions update

    Fredrik Johansson: Assorted special functions update

  39. Announcing mpmath 0.15

    Fredrik Johansson: Announcing mpmath 0.15

  40. Hypergeneralization

    Fredrik Johansson: Hypergeneralization

  41. Computing large zeta zeros with mpmath

    Fredrik Johansson: Computing large zeta zeros with mpmath

  42. Speedups of elementary functions

    Fredrik Johansson: Speedups of elementary functions

  43. Numerical multidimensional infinite series

    Fredrik Johansson: Numerical multidimensional infinite series

  44. A new gamma function implementation

    Fredrik Johansson: A new gamma function implementation

  45. Mpmath 0.14 released

    Fredrik Johansson: Mpmath 0.14 released

  46. mpmath in Sage to become 3x faster

    Fredrik Johansson: mpmath in Sage to become 3x faster

  47. Using Sage numbers in mpmath

    Fredrik Johansson: Using Sage numbers in mpmath

  48. Fredrik Johansson: Zeta evaluation with the Riemann-Siegel expansion

  49. Fredrik Johansson: YAMDU (yet another mpmath development update)

  50. Fredrik Johansson: Accurate hypergeometric functions for large parameters