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TABLE 4-1. HA Detected by Thin-Layer Chromatography in Whole Plant Extract of Huperzia and Related Genera Species Family Huperziaceae Genus Huperzia 1 H. serrata (Thunb.) Trev. 2 H. serrata f. longipetiolata (Spring) Ching 3 H. serrata f. intermedia (Nakai) Ching 4 H. crispata (Ching) Ching 5 H. austrosinica Ching 6 H. herteriana (Kumm.) Sen et Sen 7 H. emeiensis Ching et Kung 8 H. delavayi (Christ et Herter) Ching 9 H. sutchueniana (Herter) Ching 10 H. selago (L.) Brenh. ex Schrank 11 H. chinensis (Christ) Ching 12 H. bucawangensis Ching 13 H. selago var. appressa (Desv.) Ching 14 H. ovatifolia Ching 15 H. whangshanensis Ching 16 H. tibetica (Ching) Ching 17 H. liangshanica Ching et H. S. Kung 18 H. kunmingensis Ching 19 H. laipoensis Ching 20 H. nanchuanensis Ching et H. S. Kung 21 H. obscure-denticulata Ching Genus Phlegmariurus 22 Ph. squarrosus (Forest.) Love et 23 Ph. fordii (Baker) Ching Collected Region HA

In this section, we ll establish our matrix of needs and evaluate the JMS providers to find the one that fits best. As with any endeavor, using the right tool for each situation is critical to your success. From a broad standpoint, we are interested in open source JMS providers that are at least JMS 1.0 compliant. That narrows down the field to several strong candidates. There are four products that stand out in this category: JBossMQ, ObjectWeb s JORAM, Uber Group s UberMQ, and Exolab s OpenJMS. We will consider our messaging needs, look at the factors that differentiate these messaging providers, and finally select one to install and configure.

returns, this would be equivalent to replacing the fund deviations in the numerator (right hand expression) with the benchmark deviations. Beta will be equal to 1 if the fund returns vary from the mean fund return in the same direction and degree as the benchmark returns vary from the mean benchmark return. If Beta is less than 1, then the numerator is smaller than the denominator. This indicates that the fund returns have been less variable than the benchmark returns over the period, in relation to their means. If Beta is greater than one, the numerator would be greater than the denominator so the fund returns have varied to a greater degree relative to the mean during the period, than the benchmark returns. Covariance close to zero indicates that there was little relationship between the fund and benchmark returns during the period. This will cause the numerator of the Beta calculation to be close to zero, which divided by the variance in index returns will yield a result close to zero. So a Beta close to zero indicates that there is little relation between the fund and benchmark returns.

/********************************************************************************** NonCentralChiSqureDistribution class evaluates the noncentral chi squared distribution using the noncentrality parameter lambda (ncp_) and dg degrees of freedom. The sum of the squares of n normally distributed random variables with variance 1 and nonzero means follows. **********************************************************************************/ class NonCentralChiSquareDistribution : public std::unary_function<double,double> { public: NonCentralChiSquareDistribution(double df, double ncp) : df_(df), ncp_(ncp) {} double operator()(double x) const; private: static const double pi_; double df_, ncp_; };

How much does $1,000 accumulate to after three years, at 7% interest per year Figure 11-1 shows this problem set up on a worksheet.

Move the cursor to the end of the line:

First Name: <input type="text" name="First_Name" size="20"> Last Name: <input type="text" name="Last_Name" size="20"> Home Address: <input type="text" name="Address" size="20"> Home Phone: <input type="text" name="Phone" size="20"> E mail: <input type="text" name="Email" size="20">

21

Preferences of the Called Party Server Support for User Preferences and for Policies Summary References 9 SIP Security Threats

needed someone to organize his thinking, just for a moment Seemed obvious, Sulema shrugged It s what I do Of course, the newspapers wanted to interview her, but a quick call to Eleanor reminded her it was always best for Teller to avoid the publicity We re best when we re invisible, Eleanor said Sulema thanked Eleanor for suggesting that she get involved She was glad to be able to help It was an example of why she preferred Teller and Associates to any other firm Her talents, diverse, difficult to articulate, and wide-ranging, were not only appreciated, but put to good use on a regular basis She couldn t think of another company where that would be true Seemed obvious, Eleanor explained.