[261] | 1 | digraph G |
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| 2 | { |
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| 3 | edge [fontname="FreeSans",fontsize=10,labelfontname="FreeSans",labelfontsize=10]; |
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| 4 | node [fontname="FreeSans",fontsize=10,shape=record]; |
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| 5 | Node1 [label="bdm::EKFCh",height=0.2,width=0.4,color="black", fillcolor="grey75", style="filled" fontcolor="black"]; |
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| 6 | Node2 -> Node1 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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| 7 | Node2 [label="bdm::KalmanCh",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1KalmanCh.html",tooltip="Kalman filter in square root form."]; |
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| 8 | Node3 -> Node2 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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| 9 | Node3 [label="bdm::Kalman\< chmat \>",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1Kalman.html"]; |
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| 10 | Node4 -> Node3 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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[269] | 11 | Node4 [label="bdm::BM",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1BM.html",tooltip="Bayesian Model of a system, i.e. all uncertainty is modeled by probabilities."]; |
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[261] | 12 | Node5 -> Node4 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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| 13 | Node5 [label="bdm::bdmroot",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1bdmroot.html",tooltip="Root class of BDM objects."]; |
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[271] | 14 | Node1 -> Node6 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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| 15 | Node6 [label="bdm::EKFCh_cond",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1EKFCh__cond.html",tooltip="Extended Kalman filter with unknown parameters in IM."]; |
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[261] | 16 | Node1 -> Node7 [dir=back,color="midnightblue",fontsize=10,style="solid",fontname="FreeSans"]; |
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[271] | 17 | Node7 [label="bdm::EKFCh_unQ",height=0.2,width=0.4,color="black", fillcolor="white", style="filled",URL="$classbdm_1_1EKFCh__unQ.html",tooltip="Extended Kalman filter in Choleski form with unknown Q."]; |
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[261] | 18 | } |
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