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12D99 - Field theory and polynomials :: Real and complex fields :: Miscellaneous

  1. 0\ne 1 as real numbers owned by mps
  2. Archimedean ordered fields are real owned by rspuzio
  3. Archimedean property owned by Daume
  4. associativity of multiplication owned by pahio
  5. axiomatic definition of the real numbers owned by matte
  6. biquadratic equation owned by pahio
  7. calculating the nth roots of a complex number owned by archibal
  8. characterizing CM-fields using Dirichlet's unit theorem owned by rm50
  9. commensurable numbers owned by pahio
  10. complex owned by drini
  11. complex conjugate owned by akrowne
  12. complex number owned by djao
  13. conjugated roots of equation owned by pahio
  14. continuous functions on the extended real numbers owned by Wkbj79
  15. equivalent statements of Lindemann-Weierstrass theorem owned by CWoo
  16. proof that every ordered field with the least upper bound property is isomorphic to \mathbb{R} owned by mps
  17. every ordered field with the least upper bound property is isomorphic to the real numbers owned by archibal
  18. examples of continuous functions on the extended real numbers owned by Wkbj79
  19. examples of totally real fields owned by alozano
  20. existence of nth root owned by Wkbj79
  21. existence of nth root owned by Mathprof
  22. extended real numbers owned by matte
  23. fundamental theorem of algebra owned by Mathprof
  24. fundamental theorem of algebra result owned by rspuzio
  25. generating function of Hermite polynomials owned by pahio
  26. Hermite polynomials owned by pahio
  27. imaginary owned by PrimeFan
  28. imaginary unit owned by Mathprof
  29. indeterminate form owned by akrowne
  30. index of inequalities owned by matte
  31. inequalities for real numbers owned by mathcam
  32. infimum and supremum for real numbers owned by matte
  33. interval owned by PrimeFan
  34. limit of nth root of n owned by pahio
  35. Lindemann-Weierstrass theorem owned by CWoo
  36. modulus of complex number owned by matte
  37. nth root owned by mathcam
  38. opposite number owned by pahio
  39. polynomial function is a proper map owned by joking
  40. proof of fundamental theorem of algebra owned by scanez
  41. proof of fundamental theorem of algebra (argument principle) owned by rspuzio
  42. proof of fundamental theorem of algebra (due to D'Alembert) owned by rspuzio
  43. proof of fundamental theorem of algebra (Rouché's theorem) owned by Wkbj79
  44. proof of limit of nth root of n owned by rspuzio
  45. proof of Lindemann-Weierstrass theorem and that e and \pi are transcendental owned by rm50
  46. proof of the fundamental theorem of algebra (Liouville's theorem) owned by Evandar
  47. proportion equation owned by pahio
  48. quadratic equation in \mathbb{C} owned by pahio
  49. quadratic inequality owned by pahio
  50. radical owned by Wkbj79
  51. rational numbers are real numbers owned by matte
  52. real and complex embeddings owned by alozano
  53. real closed fields owned by mathcam
  54. real number owned by djao
  55. solving certain polynomial inequalities owned by CWoo
  56. some values characterising i owned by pahio
  57. subinterval owned by Wkbj79
  58. symmetric quartic equation owned by pahio
  59. taking square root algebraically owned by pahio
  60. the groups of real numbers owned by Algeboy
  61. topic entry on real numbers owned by matte
  62. totally real and imaginary fields owned by alozano
  63. triangle inequality of complex numbers owned by pahio

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