flatness

[this is an attempt to rewrite what I take to be the important message here, without all the flamboyant humanism.]

equality is the founding principle (and ultimately indistinguishable from) freedom. of course, it’s only in one specific sense of “equality” that this sentence is true.

to try and eliminate the bullshit, let’s turn to networks again:

networktypes

any nodes’ degrees of freedom is the number of nodes they are connected to in a network. freedom is maximum when the network is symmetrically connected, i. e., when all nodes are connected to each other and thus there is no topographical hierarchy (middlemen) – in other words, flatness.

in this understanding, the maximization of freedom is the maximization of entropy production, that is, of intelligence. As Land puts it:

Entropy is toxic, but entropy production is roughly synonymous with intelligence. A dynamically innovative order, of any kind, does not suppress the production of entropy — it instantiates an efficient mechanism for entropy dissipation.

this is the point where the libertarian ideal and the accelerationist understanding join at the hips.

* * *

a side-point: can there emerge hierarchies in such a flat network? the “entropy dissipation” line seems to imply so, since dissipation means the detachment of nodes from the network (death/bankruptcy). but a flat network is a fully connected one. when a node gets out, all other nodes lose the same amount of connections. it’s only insofar as something makes impossible some connections – and thus reduce freedom – that hierarchies start to emerge.

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