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# COEFFICIENTS FOR Kth ORDER POLYNOMIAL (K= 1 , 2,3 . . .6)<br />

^POLYNOMIALS<br />

n, (nxn)<br />

6th ORDER<br />

5th ORDER<br />

4th ORDER<br />

3rd ORDER<br />

2nd ORDER<br />

1st ORDER<br />

U<br />

U<br />

U<br />

U<br />

U<br />

U<br />

262,144<br />

1<br />

U<br />

U<br />

U<br />

U<br />

U<br />

192K<br />

65,536<br />

16,364<br />

2<br />

U<br />

U<br />

240K<br />

I60K<br />

96 K<br />

48 K<br />

4<br />

112K<br />

B4K<br />

60K<br />

40K<br />

24K<br />

12K<br />

4,096<br />

8<br />

28 K<br />

21K<br />

15K<br />

IOK<br />

6K<br />

3K<br />

1,024<br />

16<br />

U)<br />

CTi<br />

7.2K<br />

5.4K<br />

3.6K<br />

2.5R<br />

15K<br />

768<br />

256<br />

32<br />

1.8K<br />

1.3K<br />

336<br />

960<br />

240<br />

640<br />

160<br />

384<br />

96<br />

192<br />

48<br />

64<br />

16<br />

64<br />

488<br />

128<br />

112<br />

84<br />

60<br />

40<br />

24<br />

12<br />

4<br />

256<br />

TABLE 1: COEFFICIENT STORAGE AS A FUNCTION OF POLYNOMIAL ORDER I<br />

SAMPLING INTERVAL<br />

(NOTE: U = UNDEFINED FOR PARTITION SIZE "n")

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