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BEAC
BP. 1917 Yaoundé
Collule Centrale d'Études des Transferts
emena
0 1
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BEAC
Jgaii Jiaicg jzjll
$$ \therefore \mathrm {s o l v e} \leqslant 1 $$
$$ \therefore \frac {1}{2} \sum_ {i = 1} ^ {n} \frac {1}{2} \sum_ {j = 1} ^ {m} \frac {1}{2} \sum_ {k = 1} ^ {n - j} \frac {1}{2} \sum_ {l = 1} ^ {m - k} $$
$$ \therefore \Delta g i v s \cong \Delta j l r g b i l l a b d - $$
$$ : \therefore 2 0 1 7 - 9 $$
$$ \therefore \Delta y = \Delta y _ {1} + \Delta y _ {2} + \Delta y _ {3} + \dots $$
i 1
$$ \left. \dot {a} _ {i j k l} \right\rvert \left. \dot {j} _ {k l} \right\rvert \left. \dot {j} _ {l j} \right\rvert \left. \dot {j} _ {l j} \right\rvert \left. \dot {j} _ {k l} \right\rvert \left. \dot {j} _ {l j} \right\rvert \left. \dot {j} _ {k l} \right\rvert \left. \dot {j} _ {l j} \right\rvert \left. \dot {j} _ {k l} \right\rvert \left. \dot {j} _ {l j} \right\rvert \left. 0 \right\rvert $$
$$ \therefore \mathrm {i} _ {1} \mathrm {j} _ {2} \mathrm {k} _ {3} \mathrm {l} _ {4} \mathrm {m} _ {5} \mathrm {n} _ {6} \mathrm {o} _ {7} $$
$$ \therefore \text {i s i n t e r n a l} $$
$$ \therefore \mathrm {d} g (t) = \int_ {0} ^ {t} d t ^ {\prime} \mathrm {d} s \mathrm {d} s + \int_ {0} ^ {t} d t ^ {\prime} \mathrm {d} s \mathrm {d} s $$
JgIL
$$ \therefore \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad \text {d i c} \quad $$
$$ c l i s i g n $$
$$ \cdot \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} \text {i} _ {\text {i}} $$
$$ \left. \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \frac {1}{2} \right]