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Paysages virtuels et analyse de scénarios pour évaluer les impacts ...

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Discussion<br />

Comparing observations and simulations<br />

The preliminary analysis of data collected on the Naizin catchment during 1993-2002 allowed us to quantify<br />

some features of the spatial allocation of management practices in farming landscapes. The dairy farm-type<br />

exhibited the tightest field pattern (AWD = 636 m), which results from accumulated constraints related to the<br />

field distance-to-farmstead: daily trips of dairy cows b<strong>et</strong>ween the pastures and the milking room, water and<br />

food supplies to grazing heifers. In Naizin, pigs are bred in buildings associated with the farmstead, thus this<br />

farm-type require farmstead-field trips only for crop management and explains why the pig farm-type had a<br />

wi<strong>de</strong>r AWD (798 m). Although it has already been observed that (i) farm-types have specific crop objectives<br />

and (ii) crop management influences the crop pattern around the farmstead (Thenail and Baudry, 2004), the<br />

challenge of the <strong>de</strong>cision trees construction was to expect that these driving factors would remain noticeable<br />

when mining the datas<strong>et</strong> at the field scale (the <strong>de</strong>cision tree growth phase). Although Fig. III.23.a showed<br />

that all the related field attributes (soil waterlogging, field area, and field distance-to-farmstead) were<br />

actually incorporated in the <strong>de</strong>cision trees, the different agronomic constraints were not fulfilled with the<br />

same level of satisfaction. Each driving factor is discussed hereafter.<br />

Crop production objectives<br />

Actually, the root no<strong>de</strong> of all the <strong>de</strong>cision trees tested the “current crop” attribute, which ma<strong>de</strong> them very<br />

similar to Markovian transition matrices, whose mathematical properties (no negative term in the matrix,<br />

ergodicity) are known to induce or maintain stationarity of crop proportions when used to simulate crop<br />

transitions (Usher, 1992; Logof<strong>et</strong> and Lesnaya, 2000; Castellazzi <strong>et</strong> al., 2007b). The trained transition<br />

matrices had such properties and the observed stability of crop proportions during the 1993-2002 period<br />

(Fig. III.20) suggests that the system already was at a stationary state. The structural similarity of the<br />

stochastic <strong>de</strong>cision trees, and the fact that more than half of <strong>de</strong>cision leaves only involved test on the current<br />

crop, explain why Stochastree and Rotomatrix showed similar performances in terms of crop production<br />

objectives. Stratifying the learning datas<strong>et</strong> by farm-type allowed to build specific mo<strong>de</strong>ls, which simulated<br />

crop proportions closer to the observed ones. However the stationarity of the observed crop areas induced a<br />

high sensitivity in the Wilcoxon tests when comparing the observed and the simulated crop proportions: a<br />

difference of 3% (in absolute value) of the farm-type total area revealed to be statistically significant but may<br />

be acceptable from an agronomic perspective (Table III.3). However, the common structure of SDT and<br />

matrices ma<strong>de</strong> Stochastree simulations also sensitive to “absorbing” crops (Usher, 1979): the area <strong>de</strong>dicated<br />

to permanent pastures kept on increasing but at a very slow speed (around 0.5 ha.year -1 ) since the only<br />

transition leading to permanent pastures was from the veg<strong>et</strong>able crop class, which was very marginally<br />

represented in Naizin (Fig. III.20) and with low probabilities of apparition (Fig. III.22).<br />

III. Stochastree, un modèle <strong>de</strong> successions <strong>de</strong> cultures basé sur <strong>de</strong>s arbres <strong>de</strong> décision stochastique – p. 93

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