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The Exploit: A Theory of Networks - asounder

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156 Coda<br />

<strong>The</strong> level <strong>of</strong> bits and atoms suggests to us not modern physics or<br />

postmodern computing but something totally ancient—an ancient,<br />

even pre - Socratic understanding <strong>of</strong> networks. <strong>The</strong> pre - Socratic question<br />

is a question about the fabric <strong>of</strong> the world. Of what is it made?<br />

What is it that stitches the world together, that links part to part in a<br />

larger whole? <strong>The</strong> answers given, from Thales to Anaxagoras, involve<br />

the elemental. Water, fire, air, “mind,” or some more abstract substance<br />

. . . Heraclitus, for instance, gives us a world in which everything<br />

flows—empires rise and fall, a person remains a person throughout<br />

youth and old age, and one can never step into the same river twice.<br />

For Heraclitus, it is fire that constitutes the world. But he does not<br />

mean “fire” as a denotated thing, for the flame or the sun itself point<br />

to another “fire,” that <strong>of</strong> dynamic morphology, a propensity <strong>of</strong> energentic<br />

flux. This kind <strong>of</strong> fire is more elemental than natural. <strong>The</strong><br />

same can be said for Parmenides, who is now more commonly regarded<br />

as the complement, rather than the opposite, <strong>of</strong> Heraclitus. <strong>The</strong> emphasis<br />

on the “One”—the sphere without circumference—leads Parmenides<br />

to the fullness <strong>of</strong> space, a plenum that emphasizes the interstitial<br />

aspects <strong>of</strong> the world. If everything flows (the statement <strong>of</strong><br />

Heraclitus), then all is “One” (the proposition <strong>of</strong> Parmenides).<br />

A movement between a world that is always changing and a world<br />

that is immobile, between a world that is always becoming and a<br />

world that is full—the movement and the secret identity between<br />

these positions seem to describe to us something fundamental about<br />

networks. <strong>Networks</strong> operate through ceaseless connections and disconnections,<br />

but at the same time, they continually posit a topology.<br />

<strong>The</strong>y are forever incomplete but always take on a shape.<br />

<strong>The</strong> shape also always has a scale. In the case <strong>of</strong> certain network<br />

topologies such as the decentralized network, the scale is fractal in<br />

nature, meaning that it is locally similar at all resolutions, both macroscopic<br />

and microscopic. <strong>Networks</strong> are a matter <strong>of</strong> scaling, but a scaling<br />

for which both the “nothing” <strong>of</strong> the network and the “universe”<br />

<strong>of</strong> the network are impossible to depict. One is never simply inside or<br />

outside a network; one is never simply “at the level <strong>of</strong> ” a network.<br />

But something is amiss, for with fields such as network science and<br />

new forms <strong>of</strong> data visualization, attempts are made to image and manage<br />

networks in an exhaustive sense. <strong>The</strong> impossibility <strong>of</strong> depiction is

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