Korybut
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- Definition question
Hello!
I would like to be sure about my understanding of the definition provided in screenshot below
1. What is this ##\mathcal{E}(G,N)##? I know that not all extension are isomorphic so I wonder What are the elements of ##\mathcal{E}## groups? Or maybe all Es diffeomorphic to each other. Don't know...
2. Please explain how ##u^*## is the pullback of ##u:G^\prime \rightarrow G##
3. Very new to the subject so I would be grateful if someone recommends nice manual explainig basics.
Many thanks in advance
I would like to be sure about my understanding of the definition provided in screenshot below
1. What is this ##\mathcal{E}(G,N)##? I know that not all extension are isomorphic so I wonder What are the elements of ##\mathcal{E}## groups? Or maybe all Es diffeomorphic to each other. Don't know...
2. Please explain how ##u^*## is the pullback of ##u:G^\prime \rightarrow G##
3. Very new to the subject so I would be grateful if someone recommends nice manual explainig basics.
Many thanks in advance
