this post was submitted on 31 Oct 2024
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"Think of this election like a bus ride. You’ve got three busses: one takes you half way home, but you need to walk the rest of the way in the rain. The second takes you 75 miles in the wrong direction. The third never actually leaves the station. Which bus are you taking?
If you wanna argue that walking halfway home in the rain sucks, instead of acknowledging that the other two options are significantly worse then you’re the fucking problem. Shut the fuck up and get on the bus."
Think of the election as a Bus route from source, S, to Target, T. a directed graph G=(V,E), where V is the set of vertices (nodes) and E is the set of edges. Each edge (i,j)∈E has an associated non-negative cost (or length) c~ij~
Let x~ij~ be a binary variable that equals 1 if edge (i,j) is included in the shortest path, and 0 otherwise.
Minimize ∑_(i,j)∈E [c~ij~x~ij~]
Subject to:
∑_j:(s,j)∈E[x~sj~]−∑_i:(i,s)∈E [x~is~]=1
∑_i:(i,t)∈E [x~it~]−∑_j:(t,j)∈E [x~tj]~=−1
∑_i:(i,k)∈E [x~ik~]−∑_j:(k,j)∈E [x~kj~]=0∀k∈V∖{s,t}
x~ij~∈{0,1}∀(i,j)∈E
Voting for Trump because of "accelerationism"
Voting For Trump Because Dijksta's algorithm found the shortest path to communism.