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docs/src/lqg_disturbance.md

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plot(f1, f2, titlefontsize=10)
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```
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We see that we now have a slightly larger disturbance response than before, but in exchange, we lowered the peak sensitivity and complimentary sensitivity from (1.5, 1.31) to (1.25, 1.11), a more robust design. We also reduced the amplification of measurement noise ($CS = C/(1+PC)$). To be really happy with the design, we should probably add high-frequency roll-off as well.
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We see that we now have a slightly larger disturbance response than before, but in exchange, we lowered the peak sensitivity and complimentary sensitivity from (1.51, 1.25) to (1.31, 1.11), a more robust design. We also reduced the amplification of measurement noise ($CS = C/(1+PC)$). To be really happy with the design, we should probably add high-frequency roll-off as well.

docs/src/uncertainty.md

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Pred.nx
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```
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Note, `Pred` here represents the uncertain model with a single deterministic model of order `P.nx`, while the original uncertain model `P` was represented by 2000 internal models of state dimension 2.
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Note, `Pred` here represents the uncertain model with a single deterministic model of order `Pred.nx`, while the original uncertain model `P` was represented by 2000 internal models of state dimension 2.
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## Using the $M\Delta$ framework
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The examples above never bothered with things like the "structured singular value", $\mu$ or linear-fractional transforms. We do, however, provide some elementary support for this modeling framework.

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