A theoretical physics problem similar to the one I have considered on the blog.
OK, lets drop time and gravity, and skip Maxwell.
We deal with a production system of particles which starts with initial high momentum. The optimization is to convert momentum into disorder with the minimal amount of particle inventory in the production system. Then there will be a process that coagulates massive objects that their -iLog(i) occupies the quant level that minimizes the queue of quants in the chain. Quantization back into the chin yields large particle emitted at lower rates, each stage in the cascade looks to us like a force field.
So a magnetic field is not a magnetic field, it is simply how the quants queue in the assembly line at that rate level. Probably deterimed by mass flow constraints, leading to a Fibonacci series.
If this is true, the we ask, what is the rate level above gravity? Is the F series always finite? The the constant speed of light becomes the constant fastest rate. A black hole is the contraction of the production network such that the fastest F - rate is below the light F rate.
Its all about waiting in line.
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