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Add an optional third argument to OrderMod
that is a multiple of the order one wants to compute
#4105
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... that is a multiple of the order one wants to compute. Note that the current function computes `Lambda( m )` as the "default multiple", and then divides this number by its prime divisors until the order is found. If one knows a reasonable multiple in advance then the perhaps expensive computation of `Lambda( m )` can be skipped.
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Thanks for implementing this.
One may could add a sentence in the documentation about what happens if the given bound is incorrect.
I also would assume that release notes are needed.
@PaulaHaehndel thanks for your suggestions. By the way:
(I think it is not very likely that the code change is the reason for this failure.) |
OrderMod
...OrderMod
admits an optional third argument that is a multiple of the order one wants to compute.
OrderMod
admits an optional third argument that is a multiple of the order one wants to compute.OrderMod
admits an optional third argument that is a multiple of the order one wants to compute
OrderMod
admits an optional third argument that is a multiple of the order one wants to computeOrderMod
that is a multiple of the order one wants to compute
admit an optional third argument in
OrderMod
...... that is a multiple of the order one wants to compute.
Note that the current function computes
Lambda( m )
as the "default multiple", and then divides this number by its prime divisors until the order is found.If one knows a reasonable multiple in advance then the perhaps expensive computation of
Lambda( m )
can be skipped.Text for release notes
The function
OrderMod
now admits an optional third argument that is a multiple of the order one wants to compute.