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Sample NMS Reference Report by YONTCHANG G - University of ...

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WEEK 2 CHANCE OF CROP FAILURE<br />

One proportion - binomial model<br />

BINomial;stats 57 9;SIMple;EXAct<br />

Binomial model, single sample<br />

<strong>Sample</strong> size 57<br />

Successes 9<br />

Proportion 0.158<br />

Approx s.e. <strong>of</strong> proportion = 0.048<br />

Exact results:<br />

95% confidence interval for prop. 0.075 to 0.279<br />

Simple normal approximation:<br />

95% confidence interval for prop. 0.063 to 0.253<br />

The 95% confidence interval for the true risk <strong>of</strong> flooding with crop failure for the second week<br />

in August is from 7.5% to 27.9%.<br />

Estimated value (proportion) = 0.158 (15.8%)<br />

s.e. = 0.048 (4.8%)<br />

The risk <strong>of</strong> crop failure during week 2 <strong>of</strong> August is (9/57 = 0.1579): 15.79% or about 16%<br />

with a return period <strong>of</strong> (1/0.1579 = 6.333) about 6.5 years. I am 95% confident that the<br />

estimate <strong>of</strong> 15.8% is within ± 10.2% <strong>of</strong> the true risk <strong>of</strong> flooding with crop failure for the<br />

second week.<br />

WEEK 3 CHANCE OF CROP FAILURE<br />

One proportion - binomial model<br />

BINomial;stats 57 16;SIMple;EXAct<br />

Binomial model, single sample<br />

<strong>Sample</strong> size 57<br />

Successes 16<br />

Proportion 0.281<br />

Approx s.e. <strong>of</strong> proportion = 0.060<br />

Exact results:<br />

95% confidence interval for prop. 0.170 to 0.415<br />

Simple normal approximation:<br />

95% confidence interval for prop. 0.164 to 0.397<br />

The 95% confidence interval for the true risk <strong>of</strong> flooding with crop failure for the third week in<br />

August is from 17% to 41.5%.<br />

Estimated value (proportion) = 0.281 (28.1%)<br />

s.e. = 0.06 (6%)<br />

14

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