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In fact, the conditions in this section are more general than in the previous one.
Under some suitable conditions, in this section, we shall discuss the stability of the linear partial fuzzy differential equation (2).
Within the severe limitations posed by the physical conditions in this section of the Kalaena irrigation area, rules are applied for water distribution in times of water scarcity.
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For presentation of robust tracking method and elimination of algorithm limitations under complicated dynamic condition, in this section with providing object movement information for mean-shift algorithm, a combined algorithm is proposed.
Now we will list the following condition in this section: (H3): (f t,cdot)) is nondecreasing for any (tin[0,+infty)), and there exists a constant (b>0), such that (f t,(1+t^{alpha-1})u)leq frac{bsum^{m-2}_{i=1}beta_{i}}{2int^{+infty}_{0}a(s),ds}) for ((t,u in[0,u in[0)times[0,u in[0
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Note that the conditions shown in this section must be fulfilled during a time interval named Treselection.
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