THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
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202 Annexe D. Théorèmes du p<strong>et</strong>it gain pour des systèmes paramétrés<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωa 2<br />
1 (γu 2 (s)))))),0)),<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γu 1 (s))))),0)),<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s))))))),0)),<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))))),0)),<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))),0)),<br />
γ ωa 2<br />
1 (β 2(2η ωa 2<br />
2 (γu 2 (s)),0)),γ ωa 2<br />
1 (β 2(2η u 2 (s),0)),<br />
γ ωa 2<br />
1 (γu 2 (s)),γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γu 1 (s)),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωa 2<br />
1 (γu 2 (s))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γu 1 (s)))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s)))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ ω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2γ u 2 (s),0))),γωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ω 1<br />
2 (γωa 2<br />
1 (γu 2 (s))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ω 1<br />
2 (γu 1 (s)),0))),γωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s)))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s))),0))),γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γu 1 (s))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωa 2<br />
1 (γu 2 (s)))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γu 1 (s))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s))))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))))),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))),0))),γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η ωa 2<br />
2 (γu 2 (s)),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (β 2(2η u 2 (s),0))),<br />
γ ωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s))),γωb 2<br />
1 (α 2(η ω 1<br />
2 (γωa 2<br />
1 (γu 2 (s))))),<br />
γ ωb 2<br />
1 (α 2(η ω 1<br />
2 (γu 1 (s)))),<br />
γ ωb 2<br />
1 (α 2(η ω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s)))))),<br />
γ ωb 2<br />
1 (α 2(η ω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s))))),γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γu 1 (s))))),<br />
γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωa 2<br />
1 (γu 2 (s)))))))),<br />
γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γu 1 (s))))))),<br />
γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηωa 2<br />
2 (γu 2 (s))))))))),<br />
γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))))))),<br />
γ ωb 2<br />
1 (α 2(η ωa 2<br />
2 (γω 1<br />
2 (γωb 2<br />
1 (ηu 2 (s)))))),
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