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Lines Matching full:coefficients

5471 class="cmtt-8">&#x00A0;[coefficients]</span><span 
5639 class="cmtt-8">&#x00A0;[coefficients]</span><span
5656 class="cmtt-8">&#x00A0;[coefficients]</span><span
5721 class="cmtt-12">[coefficients] </span>may be greater
5729 class="cmtt-12">[coefficients] </span>is to to read a total of twelve scalars
5738 class="cmtt-12">[coefficients] </span>vector from packet decode as well
5805 p = (1 &minus; cos &omega;) 4(cos([coefficients ]2j+1) &minus; cos&omega; )
5808 q = 1- 4(cos([coefficients ]2j) &minus; cos&omega; )2
5827 p = -----2------ 4(cos([coefficients ]2j+1) &minus; cos&omega; )
5830 q = (1 +-cos-&omega;)- &prod; 4(cos([coefficients ] ) &minus; cos&omega; )2