A Quote by James Newman
It is hard to know what you are talking about in mathematics, yet no one questions the validity of what you say. There is no other realm of discourse half so queer.
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To be sure, mathematics can be extended to any branch of knowledge, including economics, provided the concepts are so clearly defined as to permit accurate symbolic representation. That is only another way of saying that in some branches of discourse it is desirable to know what you are talking about.
The research reported on in our book "A=B", has moved a whole active field of mathematics from the province of human thought to the realm of computer-fodder. It is quite exciting to think about what other fields of pure mathematics, hitherto thought to be reserved to human intelligence, might be moved to that realm next. The goal is to put ourselves out of business completely, and the work is well underway.
The point of mathematics is that in it we have always got rid of the particular instance, and even of any particular sorts of entities. So that for example, no mathematical truths apply merely to fish, or merely to stones, or merely to colours. So long as you are dealing with pure mathematics, you are in the realm of complete and absolute abstraction. . . . Mathematics is thought moving in the sphere of complete abstraction from any particular instance of what it is talking about.
When we talk about total war, and we talk about war zones, and we talk about the breakdown of the cities, when you exclude questions of race from that discourse, something disappears that's really central to the forms of repression that we're talking about.
All our surest statements about the nature of the world are mathematical statements, yet we do not know what mathematics "is"... and so we find that we have adapted a religion strikingly similar to many traditional faiths. Change "mathematics" to "God" and little else might seem to change. The problem of human contact with some spiritual realm, of timelessness, of our inability to capture all with language and symbol-all have their counterparts in the quest for the nature of Platonic mathematics.
The agentive mind is not only active in nature, but it seeks out dialogue and discourse with other active minds. And it is through this dialogic, discursive process that we come to know the Other and his points of view, his stories. We learn an enormous amount not only about the world but about ourselves by discourse with Others.
Mystery is an inescapable ingredient of mathematics. Mathematics is full of unanswered questions, which far outnumber known theorems and results. It's the nature of mathematics to pose more problems than it can solve. Indeed, mathematics itself may be built on small islands of truth comprising the pieces of mathematics that can be validated by relatively short proofs. All else is speculation.
In the Pythagorean system, thinking about numbers, or doing mathematics, was an inherently masculine task. Mathematics was associated with the gods, and with transcendence from the material world; women, by their nature, were supposedly rooted in this latter, baser realm.
You know what I do? I listen to other people, stumbling about with their half thoughts and half sentences and their clumsy feelings that they can't express, and it hurts me. So I go home and burnish it and polish it and weld it to a rhythmic frame, make the dull colors gleam, mute the garish artificiality to pastels, so it doesn't hurt any more: that's my poem. I know what they want to say, and I say it for them.
A lot of different people under the queer umbrella come together but Like there's something inherently queer about the heist genre, in some way. It's about just flying under the radar and procuring something furtively or, you know, that thing that is just so fun and high-stakes in the way that a lot of queer experiences are.
It's because you alienate half the room talking about sports. Half the crowd will be against you no matter what you say.
Half of Americans look at the other half and say, they're too lazy or they're not willing to get up and go to school. And the other half looks and sees a bunch of fat cats and talks about income inequality.
One of the big misapprehensions about mathematics that we perpetrate in our classrooms is that the teacher always seems to know the answer to any problem that is discussed. This gives students the idea that there is a book somewhere with all the right answers to all of the interesting questions, and that teachers know those answers. And if one could get hold of the book, one would have everything settled. That's so unlike the true nature of mathematics.
I would say the only one person I know of who kind of combines the elements that my father brought to the table in terms of affecting the public discourse would be Oliver Stone. His combination of academic brilliance and real life experience and just understanding people I think is what makes him such a great storyteller, but also he cares. He is interested. He meets somebody and he listens to them. He has some questions. He wants to know what they're about. And as a result I think his worldview is much more complex and whole and most of the other.
I think, from the beginning, I was healed and inspired by queer culture, and Christine and the Queens, as an idea from the beginning, is queer because it questions the norm.
We're very good at talking about the individual in American politics and excellent at talking about the government. But we have little ability to even acknowledge everything that exists in the middle, and given how influential politics is on every other part of our life, I think that failure of discourse is pretty corrosive to our overall culture.
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