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Introduction to rings and field – Lecture notes (Hebrew)

  1. Introduction
  2. Homomorphisms
  3. Chienese remainder theorem_and_understanding_quotient_rings
  4. Prime_and_maximal_ideals
  5. Euclidean domains and principle ideal domains
  6. Unique_factorization_domains
  7. Polynomials_over unique factorization domains
  8. Irreducible_polynomials
  9. Introduction_to_fields
  10. Algebraic extensions
  11. Finite fields

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