Smaller may be better when it comes to transistors.
But what if the next leap in computing is embedding geometries that compute through resonance itself?
Enter quartz crystals.
They’re already extraordinary:
stable oscillators,
coherent frequency regulators,
piezoelectric transducers.
But viewed another way, they are structured resonant manifolds.
Traditional silicon computing pushes electrons through etched pathways.
Crystalline computing could eventually work more through:
wave interference,
phase coupling,
standing resonances,
topological information flow.
Less “current moving through wires.”
More geometry constraining the possible states information can occupy.
Which is interesting because the same structures keep reappearing everywhere:
helices,
lattices,
toroids,
braids,
crystal symmetries.
Biology uses them.
Plasma uses them.
Photonics uses them.
Even AI latent spaces increasingly resemble them.
At a certain point it becomes difficult to ignore: geometry may not just carry computation.
The geometry itself is the computation.
Making a micro-circuit and then shrinking it post fabrication could be an alternative to silicon industry too. Imagine, how low dimension you could reach, increasing resolution without compromising bad sectors in an integrated chip