Torsion and pairing #17
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dumping current code to reuse it in next exercise now and clean for publication later
Apply Frobenius endomorphism which I kind of forgot to do.
As @erhant asked to minimize number of PRs I add this to pending one that was created for embedding.
Actually I was hoping to check myself with your solution. So review this one especially, pls.
full torsion subsection solutions
Solutions for subsection 5.4.3 Pairing groups
erhant
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skaunov
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Oct 22, 2023
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Merging because this is becoming a huge PR, we can tackle each question later with their own PR perhaps (or relevant questions in a single PR) |
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Thanks to @skaunov we have many more solutions. I still have to go over them by myself, partly since this repo is also for my own learning purposes and I would like to digest the solution before merging (hoping that is ok) 馃檹馃徎
*in math notation 聽#16 by replacing*with\astwhen needed