| John Cremona on Tue, 02 Dec 2008 18:27:21 +0100 |
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| idealstar |
Dear pari, The function idealstar(k,I) for an ideal I in a number field k, returns an abstract representation of the group (Z_K/I) together with generators. using this I can easily form the map from the abstract group to the concrete one, but what about the inverse? In other words, given an element of Z_K coprime to I, how can I express it in terms of the abstract generators? is there a function for this, or has someone else implemented it? I fully realise that one special case of this is the discrete log problem for Z/pZ, and am not asking for anything which is very fast, but I hope I will not have to kist all the lements and check them one by one. thanks, John Cremona