The video of my Umea talk.
May 27, 2015
May 25, 2015
For anyone who’s interested, here’s the text of my talk for Umeå universitet on Wednesday the 27th (pdfbryantswedeninteractivism2015).
May 19, 2015
The difficulty is that it is the form or structure, not the content, that must be transformed to produce genuine psychodynamic or political transformation. One might believe that they’ve produced a radical transformation by switching from donuts to coffee, but both are still toruses. The structure remains the same. This was the criticism of Soviet style socialism. At the level of content it had changed the nature of distribution, but structurally, in its reliance on the Fordist factory model, it still had the same structure or form of alienation. Similarly, one does not undermine patriarchy simply by putting a woman in charge. Patriarchy is not defined by its content– a particular gender occupying the position of power –but by its structure: an autarch at the top structuring social relations. It’s that structure that has to be addressed, not the organ of a person that occupies a particular point in a topology. In this regard, it is not unusual to encounter atheists that were once religious fundamentalists that still have exactly the same structure of thought they had when they were religious fundamentalists. The content of their thought has changed, yet they still have the same structure of thought: dogmatism, evangelicism (their message of atheism and science must be shared with everyone as it’s the Truth), belief in a being that holds a privileged position (man replaces God), and inflexibility when encountering things that don’t fit their dogma, a curious lack of open mindedness, etc. The question is that of how it’s possible to produce a structural transformation that is not simply a variation of the same, that’s not one more iteration of the coffee cup that is a donut.
March 29, 2015
Over on Facebook, my friend Carl Sachs expresses sympathy for social epistemologies and wonders whether it’s possible to be both a social constructivist and a realist. As it turns out, this is an issue I’ve struggled with a great deal as well. As I remark in the introduction to The Democracy of Objects, what I want is not a rejection of social constructivist positions, but rather a framework that is sophisticated enough to make room for both correlationist frames of thought and realism. In subsequent work, I’ve referred to this with the rather inelegant term “borromean critical theory”. Drawing on the resources of Lacan’s borromean knot along with the Venn diagram in logic, I’ve tried to think the intersections and divergences between nature, signs, and phenomenological experience. I realize the danger of evoking the term “nature”, so carefully critiqued by Latour and others, yet I’ve been unable to find any better term to refer to things like atomic elements, stars, storms, diseases, etc. Please think of the diagram to the right as an imperfect heuristic rather than as a set of hard and fast categories. Roughly speaking and with important qualifications, the category of nature corresponds to Lacan’s Real, the category of signs (culture) refers to Lacan’s Symbolic, and the category of phenomenological experience refers to Lacan’s Imaginary. I’m interested in how these three orders intertwine, modify, and diverge from one another. I can’t explain all the intricacies of Venn diagrams here– though they’re very simple and you can learn how to use them in an hour or so –but the nice thing about these diagrams is that they allow us to visualize relations between different categories and discern possibilities of relation we might otherwise miss or overlook. Venn diagrams allow us to discern how categories overlap and diverge through a set of visual relations. Not that a three circle Venn diagram is composed of 7 regions (right). If something is in region number 1 in category S, then it is outside of categories P and M. This would be a nice way of representing Laruelle’s Real that is completely unrelated. If something is in region 2, it shares a relation between S and P; there is an overlap between these two domains. In the sciences, string theory would below here. We have a mathematics of string theory (symbolic) that potentially explains certain things about nature (it remains a hypothesis), but the n-dimensional spaces of string theory have no correlate in phenomenological experience because we can neither imagine (produce an image of), nor experience 11 dimensions. If something appears in region number 5, there is an overlap between categories S, P, and M. This might be the case with a disorder like depression. Depression, of course, has all sorts of phenomenological correlates or is a structure of lived experience. It could be that certain symbolic systems (culture) have neurological effects (nature) that in turn produce the lived experience of depression (or vice versa). read on! (more…)
March 27, 2015
If architecture is a privileged site for thought, then this is because it enacts an intersection of matter, nature, meaning, economics, ecology, bio-materiality, aesthetics, subjectivity, politics, and affect in its exploration of the possibilities of materiality in inventing voids. It is not merely a cipher of culture, something to be interpreted and deciphered, but is itself a formation of culture; a series of machines forming subjectivities (as Foucault observed, though the disturbing example of the panopticon), relations between people, animals, plants, sky, earth, and the broader world, activities of life, and so on. Architecture does not merely express in the sense that those calling themselves historical materialists treat cultural artifacts as crystalized or coagulated expressions of their time; no, architecture forms and invents forms of life in its exploration of matter and the void.
Architecture is, in and of itself, an enactment of the borromean knot. Architecture is borromean. Here, of course, I take some liberties with the borromean knot, adapting it to the needs of machine-oriented ontology. It is a way of tying the borromean knot in actuality, in the enactment of a world. The tying of the knot is the formation of a world and a polis. In the order of the real, it is an exploration of the powers of matter, of the pluralism of matter, of ways of folding, twisting, bending, stacking, and weaving matter to form unheard of voids. Wood, clay, stone, steal, glass, aluminum, thatch, rubber, plaster, unheard of materials yet to be imagined, even living beings as in the case of trees grown together, intertwining with one another, to form a new void. The architects, no less than chemists, physicists, and biologists, are great explorers of the possibilities of matter and what it can do. Enclosures generative of the void must stand and abide. For that to take place there must be a discovery of the powers of matter, but that discovery is a discovery made only through working with matter. Accompanying this discovery is a discovery of the forces of the cosmos– gravity, wind, light, pressure, heat, cold, etc –for these are that with which the enclosure must contend.
Architecture in the real creates and forms voids and these voids, in their turn, channel bodies, defining sites of activity, relation, movement, and becoming. There is, however, an architecture of the real, an absolute architecture, that brackets any thought of what might transpire in the void that the edifice creates, and that suspends any question of meaning or affect. This architecture deterritorializes the edifice from meaning and function; exploring the powers of matter and void for their own sake, seeking to determine what they can do, what can exist.
At the level of the symbolic, architecture is a machine that produces meanings. In 1286 William Durandus will write of how every element of the Gothic cathedral signifies. The windows are the scripture, the lattice the prophets, the door is Christ, the piers the bishops and doctors, etc. Everywhere the matter in the real is made to signify in the symbolic, producing a series of meanings in the void; a text or writing in the void. Meaning comes to pervade the enclosure and it presents itself as a text to be read. Yet these texts do not merely ask to be read, the are machines that make meaning and that are formative of subjectivities. The symbolic is then woven with the real and the imaginary, forming systems of affect, action, perception, and the rest. More to come.
March 11, 2015
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The following is an excerpt from an interview with St. John’s Humanities Review:
Graham Harman has claimed that the major division between his version of object-oriented ontology and your ‘onticology‘ lies in your dismissal of vicarious (or indirect) causation, your position that real objects do not have qualities, and your avoidance of any distinction between sensual objects and sensual qualities. Do you agree with Harman’s distinctions and/or where do you position your ‘onticology‘ in relation to Harman’s OOO?
Harman was an encounter for me, leading me to attend to an entire world, the world of things, and the differences that make, and also giving me the courage to attempt philosophical work of my own rather than remaining at the level of interminable commentary on other thinkers. I have never been able to determine whether our philosophical differences are genuine, or whether they are merely the result of different linguistic articulations. As Deleuze somewhere says, philosophers always misunderstand one another.
Harman argues that real objects never touch nor relate to one another, but rather are “vacuum sealed” and forever behind firewalls. I confess that this is not a thesis I really understand. He seems to argue that real objects never touch one another, yet only encounter one another in the interior of their sensual objects. However, it seems to me that this amounts to saying that they relate without relating, in which case I’m led to think that they do relate. His argument seems driven by the argument that one real object never encounters the entirety of another object. Yet I have difficulty understanding why this is relevant to the issue of causation and relation. Suppose we take the following diagram:
Triangles ACD and BCE are distinct entities, yet nonetheless relate at point C. Clearly they are not relating directly at all points, but why should that lead us to conclude that there’s no real relation between them or that they don’t touch? This is something I don’t understand.
March 11, 2015
For anyone who is interested, here is the text of my talk before the College of Architecture at Texas A&M (btexasa&marchitecture). In light of that event and the extraordinary work and architectural thought I witnessed there, much of what I develop here will have to be rethought. Accordingly, I’ve resolved to delve into architectural theory and history to further develop my thought. At present I’m striving to define just what sort of machine architecture is. My working definition is that architecture is a spatio-hyletic experimentation with the void. “Hyle”, of course, is the Greek word for matter. The reference to hyle, I hope, distinguishes architectural thought and invention from the mathematical disciplines of geometry and topology. These are, of course, of the greatest relevance to architectural experimentation (and here I would also add the arrow spaces of category theory), but are not yet themselves architecture. By contrast, the suggestion that architecture experiments with the void attempts to distinguish architecture from sculpture.
Following the strategy of Deleuze, I always strive to individuate arts by what is singular within their medium. For example, in his approach to cinema, Deleuze treats the narrative dimension of film as secondary as film shares this with literature, instead treating cinema as an invention of and experimentation with images. We can approach architecture in a similar way. Absolute architecture– not to be confused with Aureli’s concept –would be a pure exploration of the spatio-hyletic possibilities of space, an invention of voids, that investigates what space can do. Here it is crucial to distinguish between operations and functions. Outside of mathematics, a function is an operation subordinated to a use. An operation, by contrast, is what results from an activity upon a flow, without that activity requiring any use. All functions are operations, but not all operations are functions. We approach architecture functionally when we think it in terms of the uses to which it is to be put (dwelling, labor, educating, worship, etc). We approach architecture operationally when we explore it as a pure experimentation with the void, detached from considerations of function.