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F9: Remove Highligh
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F9: Remove Highlight
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## For reading papers:
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## For reading papers:
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<mark style="background: #BBFABBA6;">Green</mark>: This is a quotable item
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<mark style="background: #BBFABBA6;">Green</mark>: This is a quotable item
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<mark style="background: #D2B3FFA6;">Purple</mark>: Secondary source of something that's interesting
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<mark style="background: #D2B3FFA6;">Purple</mark>: Secondary source of something that's interesting
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2. Perturb a nominal plant in an unstructured manner with a controllable amount of uncertainty
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2. Perturb a nominal plant in an unstructured manner with a controllable amount of uncertainty
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3. Generate time and frequency domain responses based on training data of example systems.
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3. Generate time and frequency domain responses based on training data of example systems.
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The diffusion generative model has shown great promise in creating novel and realistic samples from training data. This research will train a generative model to create Bode plots of transfer functions. This model will be given a nominal plant as an input and then generate a perturbed plant. Once created, this perturbed plant can be evaluated if it belongs to the set of controllable plants for a desired controller. This process will be repeated several times to generate enough plants to approximate the set of controllable plants.
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<mark style="background: #ABF7F7A6;">The diffusion generative model has shown <mark style="background: #FFB86CA6;">great</mark> promise in creating novel and realistic samples from training data.</mark> This research will train a generative model to create Bode plots of transfer functions. This model will be given a nominal plant as an input and then generate a perturbed plant. Once created, this perturbed plant can be evaluated if it belongs to the set of controllable plants for a desired controller. This process will be repeated several times to generate enough plants to approximate the set of controllable plants[^1].
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These generated plants can be used to verify robustness of controller implementations. A model of a controller can use robust control theory to establish the set of controllable plants, but an actual implementation of a controller can not be verified as robust in the same way. Instead, it must be verified experimentally using elements of the set. Extracting elements of the set is not a trivial task, but if this research is successful, a generative model can reduce the effort required to create perturbed plants.
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<mark style="background: #ABF7F7A6;">These generated plants can be used to verify robustness of controller implementations. A model of a controller can use robust control theory to establish the set of controllable plants, but an actual implementation of a controller can not be verified as robust in the same way[^2]. Instead, it must be verified experimentally using elements of the set.</mark> Extracting elements of the set is not a trivial task, but if this research is successful, <mark style="background: #FFB8EBA6;">a generative model can reduce the effort required to create perturbed plants[^3].
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</mark>
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[^1]: No point?
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[^2]: This is a super long topic.
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[^3]: This can be two sentences. How should it get split up?
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# Version 2
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## Point Topic Analysis
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**First Paragraph**
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Introduction paragraph. Most important!
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*Topic*: The goal of this research is to use a generative diffusion model to create unstructured perturbations of a nominal plant.
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*Point*: ???
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**Second Paragraph - Why **
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**Outcomes**
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