Skip to main content
Kurssidor
  • English ‎(en)‎
    English ‎(en)‎ Svenska ‎(sv)‎
You are currently using guest access (Log in)

Galois theory HT24

  1. Home
  2. Courses
  3. Previously given courses
  4. Mathematics Fall 24
  5. Second level courses
  6. MM7043 HT24
  7. Other texts (not required for the course)
  8. Galois groups and fundamental groups by T. Szamuely

Galois groups and fundamental groups by T. Szamuely

A more advanced text about the analogy and common thread between Galois groups and fundamental groups; this one involves more algebraic geometry and less topology.

You might need to go to https://mathscinet-ams-org.ezp.sub.su.se/ first, use your SU login, then search for Author = Szamuely and Title = Galois fundamental

Click on Galois groups and fundamental groups by T. Szamuely to open the resource.
◄ Idees Galoisiennes by Y. Andre
Algebraic theory of numbers by P. Samuel ►
Skip Navigation
Navigation
  • Home

    • My courses

    • Courses

      • Previously given courses

        • VT24

        • Mathematics Fall 24

          • First level courses

          • Second level courses

            • MM7020 HT24

            • MM7024 HT24

            • MM7028 HT24

            • MM7033 HT24

            • MM7043 HT24

              • Other texts (not required for the course)

                • URLGalois groups and fundamental groups by T. Szamuely

            • MM7046 HT24

            • MM7052 HT24

            • MM8040 HT24

            • MM8043 HT24

        • Mathematical Statistics Fall 24

        • Computer Science & Scientific computing Fall 24

      • Mathematics Spring 25

      • Mathematical Statistics Spring 25

      • Computer Science & Scientific computing Spring...

      • Summer courses ST25

      • Degree Project

      • Bachelor programs

      • Master's programmes

      • Basåret

      • Doktorandkurser läsåret 24/25

      • MSR

You are currently using guest access (Log in)
MM7043 HT24
  • English ‎(en)‎
    • English ‎(en)‎
    • Svenska ‎(sv)‎
Data retention summary