nhaliday + duality   27

Diving into Chinese philosophy – Gene Expression
Back when I was in college one of my roommates was taking a Chinese philosophy class for a general education requirement. A double major in mathematics and economics (he went on to get an economics Ph.D.) he found the lack of formal rigor in the field rather maddening. I thought this was fair, but I suggested to him that the this-worldy and often non-metaphysical orientation of much of Chinese philosophy made it less amenable to formal and logical analysis.


IMO the much more problematic thing about premodern Chinese political philosophy from the point of view of the West is its lack of interest in constitutionalism and the rule of law, stemming from a generally less rationalist approach than the Classical Westerns, than any sort of inherent anti-individualism or collectivism or whatever. For someone like Aristotle the constitutional rule of law was the highest moral good in itself and the definition of justice, very much not so for Confucius or for Zhu Xi. They still believed in Justice in the sense of people getting what they deserve, but they didn’t really consider the written rule of law an appropriate way to conceptualize it. OG Confucius leaned more towards the unwritten traditions and rituals passed down from the ancestors, and Neoconfucianism leaned more towards a sort of Universal Reason that could be accessed by the individual’s subjective understanding but which again need not be written down necessarily (although unlike Kant/the Enlightenment it basically implies that such subjective reasoning will naturally lead one to reaffirming the ancient traditions). In left-right political spectrum terms IMO this leads to a well-defined right and left and a big old hole in the center where classical republicanism would be in the West. This resonates pretty well with modern East Asian political history IMO

Is logos a proper noun?
Or, is Aristotelian Logic translatable into Chinese?
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march 2018 by nhaliday
Antinomia Imediata – experiments in a reaction from the left
So, what is the Left Reaction? First of all, it’s reaction: opposition to the modern rationalist establishment, the Cathedral. It opposes the universalist Jacobin program of global government, favoring a fractured geopolitics organized through long-evolved complex systems. It’s profoundly anti-socialist and anti-communist, favoring market economy and individualism. It abhors tribalism and seeks a realistic plan for dismantling it (primarily informed by HBD and HBE). It looks at modernity as a degenerative ratchet, whose only way out is intensification (hence clinging to crypto-marxist market-driven acceleration).

How come can any of this still be in the *Left*? It defends equality of power, i.e. freedom. This radical understanding of liberty is deeply rooted in leftist tradition and has been consistently abhored by the Right. LRx is not democrat, is not socialist, is not progressist and is not even liberal (in its current, American use). But it defends equality of power. It’s utopia is individual sovereignty. It’s method is paleo-agorism. The anti-hierarchy of hunter-gatherer nomads is its understanding of the only realistic objective of equality.


In more cosmic terms, it seeks only to fulfill the Revolution’s side in the left-right intelligence pump: mutation or creation of paths. Proudhon’s antinomy is essentially about this: the collective force of the socius, evinced in moral standards and social organization vs the creative force of the individuals, that constantly revolutionize and disrupt the social body. The interplay of these forces create reality (it’s a metaphysics indeed): the Absolute (socius) builds so that the (individualistic) Revolution can destroy so that the Absolute may adapt, and then repeat. The good old formula of ‘solve et coagula’.

Ultimately, if the Neoreaction promises eternal hell, the LRx sneers “but Satan is with us”.

Liberty is to be understood as the ability and right of all sentient beings to dispose of their persons and the fruits of their labor, and nothing else, as they see fit. This stems from their self-awareness and their ability to control and choose the content of their actions.


Equality is to be understood as the state of no imbalance of power, that is, of no subjection to another sentient being. This stems from their universal ability for empathy, and from their equal ability for reason.


It is important to notice that, contrary to usual statements of these two principles, my standpoint is that Liberty and Equality here are not merely compatible, meaning they could coexist in some possible universe, but rather they are two sides of the same coin, complementary and interdependent. There can be NO Liberty where there is no Equality, for the imbalance of power, the state of subjection, will render sentient beings unable to dispose of their persons and the fruits of their labor[1], and it will limit their ability to choose over their rightful jurisdiction. Likewise, there can be NO Equality without Liberty, for restraining sentient beings’ ability to choose and dispose of their persons and fruits of labor will render some more powerful than the rest, and establish a state of subjection.

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:

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:

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march 2018 by nhaliday
Cauchy-Schwarz inequality and Hölder's inequality - Mathematics Stack Exchange
- Cauchy-Schwarz (special case of Holder's inequality where p=q=1/2) implies Holder's inequality
- pith: define potential F(t) = int f^{pt} g^{q(1-t)}, show log F is midpoint-convex hence convex, then apply convexity between F(0) and F(1) for F(1/p) = ||fg||_1
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january 2017 by nhaliday
Lecture 16
In which we define a multi-commodity flow problem, and we see that its dual is the relaxation of a useful graph partitioning problem. The relaxation can be rounded to yield an approximate graph partitioning algorithm.
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january 2017 by nhaliday

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