By Yuval Neeman

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**Extra info for Algebraic Theory of Particle Physics: Hadron Dynamics in Terms of Unitary Spin Currents **

**Example text**

With or without Wilson’s understanding of the infinities, quantum electrodynamics was a triumph. It gave accurate predictions for quantum effects in electromagnetism – in some cases, accurate down to one part in ten billion. The moral to draw from this success should have been that quantum field theory worked, that it was the correct framework to describe particle interactions, and that more time needed to be spent understanding it. This is the moral that should have been drawn. In the modern telling, all the non-gravitational forces – the strong force, the weak force and the electromagnetic force – are indeed described by quantum field theories.

There is not, contra Newton, any division into absolute space and absolute time, with ‘separation in space’ and ‘separation in time’ being two entirely disjoint concepts. In relativity this division is not absolute, but varies from observer to observer. I, stationary in my armchair of reflection, may see two events as simultaneous and with a purely spatial separation. You, passing by on a bicycle – or more realistically, a spaceship travelling close to the speed of light – would instead see one event as clearly earlier than the other.

This, and the quantum field theory formalism that accompanied it, was regarded as a special and 6A quantitative estimate of the correction to the electron mass is Correction = (Original mass) × 1 × 4π 1 137 × log High scale Original mass , which is numerically small compared to the original electron mass, even when the ratio within the logarithm is 1021 . Big Lessons of Physics 33 irrelevant case. A new – perhaps radically different – approach was felt by many to be needed to deal with both the strong and electroweak interactions.

### Algebraic Theory of Particle Physics: Hadron Dynamics in Terms of Unitary Spin Currents by Yuval Neeman

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