Part Five Chapter 17

Truth is with the axiom and the equation, but you cannot produce randomness mathematically: Waking to wonder I watch you, my heart filled with pride. As the projector lights up the side of your face, I bathe in the beauty of your reasoning; as you place a new transparency, a shadow falls on rationality.

̶ As you know, the quantization of non-Abelian gauge theories in the noncovariant Coulomb gauge, where the divergence of the vector potential is zero, has perplexed theorists for decades.

In your skinny black jeans and houndstooth jacket, you stand hands on hips, speaking fast and fluent.

̶ I’d like to propose a new procedure for computing Feynman integrals in the noncovariant Coulomb gauge, apply the new technique to the one-loop Yang-Mills self-energy, and then check the appropriate Ward/BRS identity, and thus the value of pi a b mu nu.

ALICE – CERN

Calm and confident, you are wholly in the moment, invulnerable in your familiar world. And yet the way you look at the audience askance, just as you did at the El Salvador concert, tells them you will deliver what they want, but there is a line you won’t let them cross. Why do you impose such a barrier? Why would a scientist need to take such a stance?

̶ The scalar ghost propagator reads i times delta a b over 2 pi to the power of 4 times q squared.

Your silver bangle taps on the glass of the projector as you write on the transparency; stepping back, you continue your demonstration.

ALICE – CERN

ALICE – CERN

̶ By a Coulomb-gauge integral we mean any Feynman integral containing one or more three-dimensional factors such as one over q squared, one over q plus p squared, etc.

Theorems establish stability, abstraction eclipses the chaos of desire and transcends the vagaries of opinion. And yet, even as you celebrate the triumph of instrumental reason, you regard nature with respect and contemplation: You know too much to dominate and exploit.

̶ We analytically extend this result to four-dimensional space by taking ‘omega tends to three halfs’ and ‘sigma tends to one half’, in either order.

As you change a transparency a question comes. With grace you engage in a short exchange then, smiling, you cross your hands at the waist and sweep them apart again, ruling out any further interruption: It is you who are in command. I know, my love, that between completeness and incompleteness, certainty and conjecture, it is the singular becoming, the living particular, that you favour. But in a world of abstraction, it is the absolute and the universal, the general and the formal, that count.

ALICE – CERN

So is that it, then? Is your withholding a means of compartmentalizing what you cannot make coexist in one moment? Is it your private freedom that requires your public reserve? Is it only in private that you can express, in one and the same movement, your love for Hilbert *and* Shakespeare, Euclid *and* Aeschylus, Gauss *and* Goethe? When the poets are forgotten the mathematicians will still be remembered: True, no doubt. But if mathematics is the means by which you honour the world, poetry is how you honour yourself.

̶ The results are encouraging, but clearly more calculations are needed before split dimensional regularization can be placed on a firm mathematical footing. Thank you very much.

As the applause breaks out you are all modesty: It is I who am beaming with pride.

CMS – CERN

CMS – CERN

Part Three Chapter 2

̶ Giacometti was fond of saying, ‘There is only success to the extent that there is failure. The more it fails, the more it succeeds’.

The heat hums out of the oven as I open the door a touch.

̶̶ Particle physics is like that. The most interesting theory comes out of experimental failure.

CMS – CERN

Part Three Chapter 11

̶ SLAC?

̶ Stanford Linear Accelerator Centre.

̶ But you’re a theorist.

̶ A theorist has to know about the physics of particle accelerators, Sprague. She has to understand just what can and cannot be done in the laboratory.

̶ Yes, of course…

LCLS – SLAC

Part Three Chapter 11

̶ How *did* you decide to become a physicist, in fact?

̶ Through mathematics. You can discover things through mathematics. That’s exciting. Imagine, the ultimate of matter, the particles and forces that make up the universe, expressed mathematically—that’s a big turn-on.

̶ Yes, I can imagine.

̶ Imagine—that’s exactly what you’ve got to do to create concepts in physics.

̶ You’re recreating the world, Marietta, with your theory. Exciting!

Fraught with stars, my dream ceaselessly dreams me.

̶̶ Indeed!

Particle collisions – mathematical motives | Photo: Xiaolin Zeng, Quanta Magazine

Part Three Chapter 13

̶ No, in Sicily. At the International School of Subnuclear Physics. I was the only woman among thirty physicists.

̶ I can imagine the electro-magnetic forces!

̶ Yeah. Poor me, all alone among the dorks looking for quarks.

̶ The strange particle!

̶ Yeah!

A quark-level analogue of nuclear fusion | Nature