Solution of Polynomial Equations over the Complex Number Field

  1. Introduction. Quadratic, Cubic and Quartic Equations.
  2. Higher Degree Equations. The Fundamental Theorem of Algebra
  3. Elementary Results of Complex Analysis. Liouville's Theorem
  4. Some Results in Matrix Algebra
  5. Banach Spaces
  6. Spectral Radius Theorem
  7. Field Extensions. Symmetric Functions
  8. The Estimate for Finite Dimensional Spaces
  9. The Algorithm and its Complexity
  10. The Abel-Ruffini Theorem
(In preparation!)

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