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Stefano V.
Stefano V.
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(I write this as an answer because I can't leave comments yet; if someone can turn thisit into a comment, please do it!)

As a complement to the other suggestions, it is perhaps worth pointing out that a nice introduction to Weil(-Deligne) groups can also be found in Knapp's survey article "Introduction to the Langlands program", which is available here.

(I write this as an answer because I can't leave comments yet; if someone can turn this into a comment, please do it!)

As a complement to the other suggestions, it is perhaps worth pointing out that a nice introduction to Weil(-Deligne) groups can also be found in Knapp's survey article "Introduction to the Langlands program", which is available here.

(I write this as an answer because I can't leave comments yet; if someone can turn it into a comment, please do it!)

As a complement to the other suggestions, it is perhaps worth pointing out that a nice introduction to Weil(-Deligne) groups can also be found in Knapp's survey article "Introduction to the Langlands program", which is available here.

Source Link
Stefano V.
Stefano V.
  • 406
  • 5
  • 5

(I write this as an answer because I can't leave comments yet; if someone can turn this into a comment, please do it!)

As a complement to the other suggestions, it is perhaps worth pointing out that a nice introduction to Weil(-Deligne) groups can also be found in Knapp's survey article "Introduction to the Langlands program", which is available here.