Socks

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In the context of scientific modeling, a statistical model is a mathematical object that encodes the way that things change, relative to the way that other things change.

Formally, the structure that encodes such contingencies is called a joint probability distribution. This is the generative model.

DOT strict digraph rankdir=LR node [style=filled fillcolor=lightyellow penwidth=3 color=black fontname="Helvetica"] HERE NODE node [style=filled fillcolor=lightblue] WHERE /^Links:/ LINKS HERE -> NODE HERE NODE node [style=filled fillcolor=aliceblue penwidth=3 color=black] edge [dir=both] WHERE /^Jumps:/ LINKS NODE -> HERE node [style="filled,rounded,dotted" fillcolor=white] edge [style=dotted dir=back] HERE NODE BACKLINKS NODE -> HERE STATIC strict digraph {rankdir=LR node [style=filled fillcolor=lightyellow penwidth=3 color=black fontname="Helvetica"] "Preview Next Diagram" node [style=filled fillcolor=lightblue] "Preview Next Diagram" -> "First Link" "Preview Next Diagram" -> "Agile" "Preview Next Diagram" node [style=filled fillcolor=aliceblue penwidth=3 color=black] "Jump Page" -> "Preview Next Diagram" node [style="filled,rounded,dotted" fillcolor=white] edge [style=dotted dir=back] "Preview Next Diagram" "Brain Scans" -> "Preview Next Diagram"}

Even socks, while not agents per se, track the state of their environment: for instance the hand of a sock puppet “knows” that the environment must be well below the line of representation. Dada quite generally can then be cast as a kind of belief updating in light of new information: i.e., by choosing confusion instead of of rebellion.