Perhaps we can't rightly call anti-realism vis-á-vis history, (or even contemporary events) post-modern, but it certainly gets lumped in with the term, and it's a cornerstone of Alt-Right thought — Count Timothy von Icarus
Formal logic and Symbolic logic are not able to deal with the real world phenomenon and states very well.
— Corvus
They are at the very heart of the development of digital computers, such as the one you're reading right now. — TonesInDeepFreeze
↪Joshs
Right, but the question was: "did elements of the Nu/Alt-Right grow out of/use ideas from post-modernism?" not "does Nick Land understand Deleuze in particular?" — Count Timothy von Icarus
it seems unreasonable to assume that someone who had a successful career as an academic publishing on Deleuze and wasn't subject to particular criticism until after he adopted controversial political opinions completely misread his sources — Count Timothy von Icarus
.When it comes to tendencies, attitudes, dispositions and so on, I have only encountered human diversity, so for me any view which characterizes people as all having the same tendency, attitude or disposition I find egregious — Janus
Land isn't responding to only Deleuze, although it seems likely given some of his lines that he would say he is doing to Deleuze what Deleuze claims to do to other thinkers: "buggering" them to produce demon offspring. That the demon offspring is recognizably related to the author but a sort of heretical corruption is sort of the point. I don't know how someone who conceives of their philosophy in such a way can be "misread," as it would seem that "misreading," shows proper application of the method that is recommended — Count Timothy von Icarus
For of course there is a "right track", a better way, and let it be said in passing how surprised I have often been, how amused or discouraged, depending on my humor, by the use or abuse of the following argument: Since the deconstructionist (which is to say, isn't it, the skeptic-relativist-nihilist!) is supposed not to believe in truth, stability, or the unity of meaning, in intention or "meaning-to-say, " how can he demand of us that we read him with pertinence, precision, rigor? How can he demand that his own text be interpreted correctly? How can he accuse anyone else of having misunderstood, simplified, deformed it, etc.? In other words, how can he discuss, and discuss the reading of what he writes? The answer is simple enough: this definition of the deconstructionist is false (that's right: false, not true) and feeble; it supposes a bad (that's right: bad, not good) and feeble reading of numerous texts, first of all mine, which therefore must finally be read or reread.
Then perhaps it will be understood that the value of truth (and all those values associated with it) is never contested or destroyed in my writings, but only reinscribed in more powerful, larger, more stratified contexts. And that within interpretive contexts (that is, within relations of force that are always differential-for example, socio-political-institutional-but even beyond these determinations) that are relatively stable, sometimes apparently almost unshakeable, it should be possible to invoke rules of competence, criteria of discussion and of consensus, good faith, lucidity, rigor, criticism, and pedagogy.
isn't saying "thou shalt not have hierarchies," itself an absolutist decree being made from on high? Why aren't we free to generate the neo-facist, neo-feudal aesthetic we find interesting? Isn't this more true to the goal of exploring "the infinite plurality of creative spaces?" How committed to this infinite creativity are you really if your response to some forms of it are "no, you cannot be creative like that!" — Count Timothy von Icarus
↪Joshs
Sartre basically hovered around the starting line just like the rest. — Fire Ologist
But Nietzsche, like all of us, could only move in self-contradiction. Self-transformation, self-creation, lays out an ontology and metaphysic of self-material, action upon that material, and new self material - these all fall prey to the disconnect between appearance and reality. — Fire Ologist
We honest thinkers are deep in the cave. I find it an interesting place to be. — Fire Ologist
". To be clearer, do you find that hypocrisy in what is maintained in praxis and what is professed via propositions cannot occur and, if so, due to what reason(s)? — javra
What is this "more primordial and fundamental" way of thinking from which mathematical 'qualities' derive? And how does the derivation work? And are "objectivity, correctness , exactitude and effectiveness" "peculiar to mathematical logic"? Why? — Banno
“The only objectivity that belongs to exact natural science is based upon "geometrization," an idealization which is able to encompass theoretically, by idealizing them, all the possibilities of experience as experience of what is identical in infinitum; it does this by means of ideal concepts—concepts of what is in itself and of ideal truths as truths in themselves.” (Husserl)
“A true object in the sense of logic is an object which is absolutely identical "with itself," that is, which is, absolutely identically, what it is; or, to express it in another way: an object is through its determinations, its quiddities, its predicates, and it is identical if these quiddities are identical as belonging to it or when their belonging absolutely excludes their not belonging. But only ideals have a rigorous identity; the consequence would be that an individual is truly something identical—i.e., an entity—if it is the ideally identical substrate for general absolute ideas.”
“ It is high time that people got over being dazzled, particularly in philosophy and logic, by the ideal and regulative ideas and methods of the "exact" sciences — as though the In-itself of such sciences were actually an absolute norm for objective being and for truth. Actually, they do not see the woods for the trees. Because of a splendid cognitive performance, though with only a very restricted teleological sense, they overlook the infinitudes of life and its cognition, the infinitudes of relative and, only in its relativity, rational being, with its relative truths. But to rush ahead and philosophize from on high about such matters is fundamentally wrong; it creates a wrong skeptical relativism and a no less wrong logical absolutism, mutual bugbears that knock each other down and come to life again like the figures in a Punch and Judy show.”
“The point is not to secure objectivity but to understand it. One must finally achieve the insight that no objective science, no matter how exact, explains or ever can explain anything in a serious sense.
The ontological presuppositions of historiographical knowledge transcend in principle the idea of rigor of the most exact sciences. Mathematics is not more exact than historiographical, but only narrower with regard to the scope of the existential foundations relevant to it.
Because of examples such as these, I don’t then necessarily equate a being’s often unconsciously occurring Umwelt (for lack of a better word) to - in the case of humans - the self-professed worldview which is consciously upheld and maintained. — javra
It seems to me that the terms 'worldview' and metaphysics' are too often used interchangeably and this is confusing. I think, by reflective reasoning, the latter attempts to globally make sense of (i.e. translate into conceptual categories) the local 'presuppositions and implications' (i.e. parochial biases ~ e.g. mythological, theological and/or ideological blindspots) of the former; in other words, 'worldview' is to (native) grammar plus (naive) vocabulary/idioms as 'metaphysics' is to theoretical linguistics – or object-discursive & meta-discursive, respectively — 180 Proof
Maybe those people are not real post-modernists, but they do exist:
addressing students’ mistakes forthrightly is a form of white supremacy. It sets forth indicators of “white supremacy culture in the mathematics classroom,” including a focus on “getting the right answer,”
— WSJ — Lionino
How one regards the significance of formal proof and formal theories may be philosophical, but the incompleteness proof itself about formal theories does not require any particular philosophy. — TonesInDeepFreeze
If I read correctly from that article, it is more about power and politics. According to him, according to some PM writers, science and mathematics are oppressive systems etc. So it appears to be more critique about how amazingly correct and effective mathematics is, not that mathematics is not objective. (I'm thinking about Adorno and Horkheimer here — Olento
that a rhetorical question meant to convey that Descartes and Leibnitz knew little about mathematics? Or is it meant ironically to say that indeed they knew a lot about mathematics? In any case, of course it is famous that Descartes and Leibnitz are among the most important mathematicians in history. — TonesInDeepFreeze
In any case, the proof of the incompleteness theorem does not depend on any particular philosophy. — TonesInDeepFreeze
Then we also have "selective readings." I would place "deflationary" versions of Hegel, Marxist readings, etc. in here. They don't misread so much as pick and choose, but they do sometimes misrepresent to the extent that they claim that the original author's reading is their own (e.g., Marxists turning Hegel into a boring libertarian Marxist.)
Where does Land fit in here? IDK, it seems pretty hard to argue he wasn't rooted in to core of continental and post-modern philosophy early in his career — Count Timothy von Icarus
. He was certainly able to keep up with the discourse, and had he never made his swing over to the right, I don't think anyone would question his falling in squarely into the POMO label.
Which is funny since it's hard to see what could be more "challenging the foundations of power and dogma," in these settings than being right wing. — Count Timothy von Icarus
The subject seems to bring out antipathies the way Communism used to. Notice how Jordan Peterson uses the term 'postmodern Marxists' to rally his troupes and disparage the current era of alleged meaninglessness. — Tom Storm
It's maths I'm interested in precisely because maths seems to offer a type of perfection and certainty that science and certainly philosophy do not. My question is niche not general. If postmodernism has a tendency to devalue or critique foundational thinking, how this applies to maths seems more interesting to me than how it applies to science (which is tentative and subject to revision) or philosophy (which might be seen as a swirling chaos of theories and positions — Tom Storm
But I was unable to review the critique, as I do not have a NYT subscription. And there is a paywall in front of the article. — Bret Bernhoft
Which is another reason why I'm a techno-optimist — Bret Bernhoft
I personally view fabricated truths as deception - be it self-deception or otherwise - if not outright lies. But that's just me. — javra
This sort of seems inevitable to me. What kept POMO on the left in the first place? The relativism it allows for allows it to be reformulated in right wing terms quite easily. — Count Timothy von Icarus
↪Tom Storm There was the famous Sokol affair, where a postmodern journal published an article arguing that quantum gravity was a social construct.
Unbeknownst to the publishers it was satire, exposing the lack of scientific rigor of the postmodernist.
Not sure they've fully recovered from that — Hanover
↪Joshs I respect many of your views, but:
But it is one thing to claim that they ignore or distort facts , it is quite another to assert that they have taken radical relativists to heart and think that there are no correct facts. [...] They tend to be metaphysical, or naive, realists about both ethical and objective truth.
— Joshs
How is that not blatantly incongruous (this in non-dialetheistic systems, if it needs to be said)? — javra
↪Joshs
As if we haven’t already heard plenty from the likes of Sokal. Reactionary anti-postmodernist chatter from mathematicians , scientists and politicians is no less common than pomo investigations of mathematics.
— Joshs
Yeah, what would mathematicians know about maths — Banno
The article I shared was about as sympathetic as you might expect, and more than I expected. It takes an example from the literature,
Absolutism is deliberately replaced by cultural relativism, as if 2 + 2 = 5 were correct as long as one’s personal situation or perspective required it to be correct
— White 2009,
...and points out that
First of all, cultural relativism is out of context in this setting. When postmodernists claim that a mathematical truth is never absolute, they mean it is to be interpreted relative to a background. Certainly 2 x 5 = 1 is true in mod (3) arithmetic. No sane mathematician or educator would go around redefining addition or any other mathematical construct because his or her “personal situation” requires it to be correct. — Banno
“I can manipulate symbols without animating them, in an active and actual manner, with the attention and intention of signification…Numbers, as numbers, have no meaning; they can squarely be said to have no meaning, not even plural meaning. …Numbers have no present or signified content. And, afortiori, no absolute referent. This is why they don't show anything, don't tell anything, don't represent anything, aren't trying to say anything. Or more precisely, the moment of present meaning, of “content,” is only a surface effect.”
Wittgenstein’s early conception of meaning and his commitment to Logical Stoicism drove him to rid the arena of truth and logic of all human interference, which required that the states-of-affairs asserted or denied by a proposition be completely delineated, as we saw with the questions concerning whether the book was still on the table under all possible circumstances. He gave up this dream when he recognized our ineliminable role in
applying the rules. No matter how assiduously we strive to passively obey a rule, we still need to make the phronetic judgment call as to whether this state-of-affairs counts as an instance of the rule: “if calculating looks to us like the action of a machine, it is the human being doing the calculation that is the machine.”
We feel that all possibilities are settled in advance because we rarely step outside the normal circumstances where our footing is so sure we imagine it to be perfect. Wittgenstein spends considerable time constructing scenarios that throw our intuitions out of whack and leave us uncertain about what to say. This doesn’t expose a disturbing, problematic gap in our everyday usage, but rather shows that we get along fine without the propositional omniscience he had previously found necessary. Without meaning-objects’ applications coiled up, as it were, within words or the mind like a retractable measuring tape, Wittgenstein now sees each application as metaphysically unguaranteed by past instances.
“We must not suppose that with the rule we have given the infinite extension of its application. Every new step in a calculation is a fresh step. . . . It is not in the nature of 23 and 18 to give 414 when multiplied, nor even in the nature of the rules. We do it that way, that is all.”
No matter how clearly the world seems to take us by the hand and lead us, it is always up to us to recognize its authority and interpret its commands; neither past usage nor reality forces us to go on in one particular way. We will never get to the other side of the ellipsis of “and so on . . .”—not because of our all-too-human limitations, but because there is no other side; that’s the point of an ellipsis.
Since the notion of infinite extensions occurs paradigmatically in mathematics, Wittgenstein spends a great deal of time on this subject, originally planning part II of the Philosophical Investigations to focus on it. Just
as linguistic meaning occurs in our use of it, so mathematics only exists in our calculations, which means that
“there is nothing there for a higher intelligence to know—except what future generations will do. We know as much as God does in mathematics.”
Mathematics and grammar are inventions, not discoveries. As Simon Glendinning writes, each new application of a rule “is ungrounded or structurally abyssal. That is, it is logically prior to a determined rationality (or irrationality).”Without timeless mathematical truths, the notion that humanity has always followed a rule incorrectly is simply incoherent: how we follow it is the right way. “The point is that we all make the SAME use of it. To know its meaning is to use it in the same way as other people do. ‘In the right way’ means nothing.”This seems to entail the worrying possibility that if everyone began, say, adding differently—getting “6” from “2 + 3,” for example—then that “wrong” practice would become “right”, but this concern hasn’t followed the argument all the way out.
If we see this “new” way as maintaining the same rule of addition we have always used, then it isn’t new at all. If no one (except a few cranks) judges a change to have occurred then we have no ground to say that a change
has occurred. It isn’t so much that our notion of green may turn out to be grue as that, if we all “change” from green to grue without noticing it then no change has taken place—and scare quotes proliferate. If a tree changes color in the forest and no one realizes it, then who exactly is claiming that it changed? We imagine God sadly shaking his head at our chromatic apostasy, but the only way for this picture have an effect would be for Him to make His displeasure known—which would mean, in turn, that someone did notice. Alluding to the most famous modern discussion of skepticism, Wittgenstein asks:
“is no demon deceiving us at present? Well, if he is, it doesn’t matter. What the eye doesn’t see the heart doesn’t grieve over.”
A deception, carried out perfectly, becomes truth.
Maybe there is a post-modern argument to be made that these social or historical factors shouldn't be ignored as much as they are (that said, historical analysis of mathematical concepts seems quite common in mathematics books I've read). But we aren't fixing anything with its own axioms, we are studying what happens, given we provisionally accept some axioms. This to me seems like a distinct difference. — Count Timothy von Icarus
Then, finally, a huge swath of the public did start taking their critiques seriously, but it tended to largely be the far-right of the political spectrum who did this. "Who funds this research? Who stands to gain financially? What are the power relations in the field? What are the socio-historical factors influencing theory?"
These finally became areas of core focus, but ironically the goal of the critiques became things like denying climate change and denying that vaccines were beneficial. — Count Timothy von Icarus
How does one organize previous interactions? Surely, it's only an image, memory or concept of them that can be organized - presumably for reference. Organize, how? Form a mental model? Classify as to type? How does this process differ from describing the interactions themselves and deducing natural laws? — Vera Mont
. In my dictionary, a "presupposition" is
a thing tacitly assumed beforehand at the beginning of a line of argument or course of action
i.e. that which has not yet been observed and analyzed — Vera Mont
↪Tom Storm I suspect that postmodernists talking about mathematics woudl be a dime a dozen. Google supports this.
But a mathematician talking about post modernism... that might be interesting. — Banno
This leads me to think that social constructivism/constructionism is not necessarily postmodern in the philosophical sense, even if these distinct approaches are lumped together in the popular imagination.
EDIT: And note that the theory discussed in that paper is based on the social construction theory of John Searle, not usually regarded as a postmodernist. — Jamal
Are they merely descriptions, or are they presuppositions concerning what things are and how they behave?
— Joshs
You can't pre-suppose the world. Maybe a creator god can, but humans are in and of the world. They can't suppose anything that they don't already know something about — Vera Mont
The "laws of nature" are just descriptions of how things behave.
Perhaps you meant to ask why things behave the way they do, or why their behaviour is consistent? — Michael
I would reflect on the Bodily feeling presently "occurring" or released (?) during what one might interpret as anger or as hatred. Presumably, both would be felt as, for lack of a better word, "unpleasant," subject to possible varying degrees or subtle undectable differences (if any. maybe degree of unpleasantness is the only difference) — ENOAH
. The deflationary theories of truth that came out of undecidablity, incompleteness, and undefinablity seem in the same wheelhouse (more an inspiration for POMO, or ammunition for it, than possible targets) — Count Timothy von Icarus
↪Joshs Does that to you then imply that something like 1 + 1 = 2 is constructed within specific culture contexts, such that the quantity "1" is arbitrary rather than ubiquitously universal? — javra
They may question whether mathematical concepts truly represent universal truths or if they are constructed within specific cultural contexts.
— Tom Storm
struck me as inherently plausible as a PM position, but inherently implausible as a serious position per se. Im not sure how it could be argued that natural numbers, for instance, are culture-bound as a concept. — AmadeusD
↪Joshs
So what would Thompson consider to be the difference between his valid thematic and Augustine’s valid approach? It can’t simply be that they contradict each other, since everything exists in a state of contradiction with respect to everything else.
He might say that Augustine’s self-contradicting thematic approach unfolds more slowly and ploddingly than his own, and he prefers approaches that transgress into new territory more aggressively since they bring him pleasure and a richer sense of meaning. We could say Thompson swaps out the ethical notions of refutation , truth and falsity for fast vs slow speeds of transformation.
Again, he might say it, but he'd have no justification for it. For it would be equally valid to say that it is Augustine's approach that unfolds more quickly and with more agility than Thompson's, traversing greater depths of creative space. But presumably, in choosing to advance his interpretation, and in choosing to label it "pragmatism," Thompson does not think his speculations are simply equally pragmatic and unpragmatic, worthwhile and not worthwhile, when compared to all other possibilities. — Count Timothy von Icarus
We find the world, but only in the many incommensurable cognitive domains we devise in our attempt to know our way around. The task of the philosopher is not to extract a common conceptual scheme from these myriad domains and to determine its faithfulness to some uncorrupted reality; it is, rather, to learn to navigate among the domains, and so to clarify their concerns in relation to each other.
Anger is a manifestation of our own failure to find a more productive expression, one which solves the problem. The problem is, the proximate cause is not always the only - or the real - problem — Pantagruel
The point is, you can't reduce anger to a logically valid behaviouristic framework. Human interactions are "overdetermined" to use psychiatric jargon — Pantagruel
