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RA 00110.pdf - OAR@ICRISAT

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ing a relatively good year in the Sahel and Sudan<br />

savanna, the two major millet producing areas.<br />

On-Farm Performance of<br />

New Millet Cultivars<br />

Between 1977 and 1984, more than 3000 millet<br />

entries were screened by 1CRISAT millet improvement<br />

researchers in Burkina Faso. Since 1981, cultivars<br />

showing the greatest promise in on-station<br />

trials have been advanced to on-farm, researchermanaged<br />

trials in villages in the Sahel and Sudan<br />

savanna zones. If performance at this stage of testing<br />

was encouraging, the cultivars were advanced to<br />

closely-monitored, farmer-managed tests for additional<br />

evaluation. During 1982-84, four promising<br />

millet cultivars were advanced to this stage: Souna 3,<br />

I K M V 8101, I K M V 8201, and I K M V 8202. However,<br />

once they were evaluated in the more stressed<br />

environments, all cultivars had a significantly different<br />

performance to that observed on-station.<br />

Yield Stability<br />

The brief description of land-use patterns and management<br />

in the W A S A T stressed the high degree of<br />

microvariability and the importance of risk. Because<br />

of farmers' risk aversion, the probability of wide<br />

adoption of a new millet cultivar will be greater to<br />

the extent that it has stable yield superiority, compared<br />

to locals, over a range of physical and management<br />

environments. Millet's role as the riskreducing<br />

crop sown on the poorest land only emphasizes<br />

the importance of stability for that crop.<br />

A commonly employed technique to compare<br />

yield stability across cultivars, which can be applied<br />

to data drawn from a large number of test sites, is to<br />

regress the grain yield of each cultivar at each site<br />

against the mean yield of all cultivars at each site<br />

(Hildebrand 1984). The mean site yield then represents<br />

a type of environmental index. A site (in this<br />

case a particular farmer's test block) where yields are<br />

low, due either to management or the physical site<br />

characteristics, is considered a poor environment,<br />

and vice versa.<br />

We modified the standard approach by fitting the<br />

following regression model<br />

where<br />

Y ikj = yields for the elite cultivar i and the control k<br />

a t location j ,<br />

j = the average yield of all cultivars at location j,<br />

and<br />

X i = a dummy variable for elite cultivar i.<br />

The regressions were fitted separately to data<br />

from zero fertilizer plots, and to data from test plots<br />

which received either 100 kg ha' -1 NPK (14:23:15)<br />

(1981-82) or 100 kg ha" 1 NPK (14:23:15) and 50 kg<br />

ha -1 urea (1983-84) (Fig. 2). The number of observations<br />

at each level of fertilizer were as follows: Souna<br />

3 (Sahel, 1982)-24; I K M V (Sudan savanna, 1983)-<br />

18; I K M V (Sahel, 1983)-20; I K M V (Sahel, 1984)-40.<br />

Results for 1984 are not presented due to extreme<br />

low yields caused by severe drought conditions.<br />

Results for the zero fertilizer plots show that over<br />

most environments all test cultivars yielded lower<br />

compared to local controls. Under fertilized conditions,<br />

the results were more mixed, with one selected<br />

cultivar (Souna 3, Sahel, 1982), projected to be<br />

superior but still low-yielding in better environments.<br />

Most importantly, none of the entries tested<br />

performed better than locals over the range of environments<br />

in any region.<br />

Response to Improved Management<br />

Enhanced responsiveness to inputs is a common<br />

breeding objective aimed to increase.the profitability<br />

and thus the use of modern inputs. To compare<br />

responses to fertilizer and plowing for the improved<br />

and local cultivars, farmers' test data were fitted to<br />

yield function regression models:<br />

Y = a 0 + b 1 X 1 + b 2 X 2 + b 3 X 3 + b 4 X 1 X 2<br />

+ b 5 X1X 3 x b 6 X 2 X 3<br />

where Y = grain yield,<br />

X 1 = dummy variable for the elite cultivar,<br />

X 2 = dummy variable plowing, and<br />

X 3 = dummy variable for fertilizer<br />

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