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https://colab.research.google.com/drive/1sgDOgerCUzSQoHN8mW5c58YRV5SLlnLb
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“name”: “X-Response-Time”,
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“default”: 72,
“description”: “Response time (in milliseconds) for current run.”,
“tags”: [
“testing”
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“augments”: {
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Q:

Why was the “residual force” term neglected in the derivation of the energy-momentum relation?

In the derivation of conservation of energy-momentum, why was the “residual force” term neglected in the derivation of the energy-momentum relation?

A:

It is a classic derivation of relativistic energy-momentum conservation from Newton’s second law and the relativistic transformation of the time variable to light travel times (compare the time variable $t’$ in the Standard Model to $t$ in the question for a more direct derivation of the formula). It has been discussed here on MO.
It is used here and here.
The main advantage of an interpretation in terms of the Lagrangian is the canonical
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