Changes between Initial Version and Version 1 of Ticket #14217, comment 13


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Timestamp:
04/26/13 18:25:44 (9 years ago)
Author:
atowsley
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  • Ticket #14217, comment 13

    initial v1  
    661) The dynatomic polynomial function doesn't work when the base ring is a polynomial ring over a function field.
    77
    8 2) The dynatomic polynomial function doesn't work when the base ring is GF(p)[t] or QQ[t] and the map is not isotrivial. (for example f = x^2 + 3 works, but f = x^2 + t doesn't). However isotrivial maps in ZZ[t], RR[t], and CC[t] seem to work.
     82) The dynatomic polynomial function doesn't work when the base ring is GF(p)[t] or QQ[t] and the map is not isotrivial. (for example f = x^2^ + 3 works, but f = x^2^ + t doesn't). However isotrivial maps in ZZ[t], RR[t], and CC[t] seem to work.