Linearised polynomial: Difference between revisions

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:<math>l(x) = \sum_{i=0}^n a_i x^i \ </math>
 
are ''q-associates'' (note: the exponents "''q''<sup>&hairsp;''i''&hairsp;</sup>" of ''L''(''x'') have been replaced by "''i''&hairsp;" in ''l''(''x'')). More specifically, ''l''(''x'') is called the ''conventional q-associate'' of ''L''(''x''), and ''L''(''x'') is the ''linearised q-associate'' of ''l''(''x'').
 
==''q''-polynomials over '''F'''<sub>''q''</sub>==