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5.1.7 chinrem
Syntax:
chinrem ( list, intvec )
chinrem ( list, list )
chinrem ( intvec, intvec )
Type:
- ideal resp. bigint
Purpose:
- applies chinese remainder theorem to the first argument w.r.t. the moduli given in the second.
The elements in the first list must be of same type which can be
bigint /int , ideal ,
module or matrix .
The moduli, if given by a list, must be of type bigint or int .
If data depending on a ring are involved, the coeffcient field must be Q .
Example:
See
modstd_lib.
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