TL;DR

How to model a 3D spacetime anomaly where an object briefly drops out of our timeline and returns with low entropy? Can localized EM fields trigger quantum tunneling or metric fluctuations off our brane?

I’ve been spending a lot of time lately diving into higher-dimensional physics and quantum information theory, and I wanted to get your thoughts on a specific conceptual intersection.

According to string theory (and M-theory), the universe requires 10 or 11 dimensions to remain mathematically consistent. If we treat our 3D space as a brane embedded in a higher-dimensional bulk, how much could these higher dimensions theoretically interact with our macroscopic reality?

More specifically, I’ve been thinking about the concept of informational entropy (Shannon entropy) and its relationship to the thermodynamic arrow of time. If a conscious observer experiences a localized anomaly—where a macroscopic object briefly drops out of the standard 3D timeline (becoming completely unobservable in any 3D coordinate) and later materializes in a highly localized state of low entropy—how would you mathematically model that transition?

Could a spike in localized electromagnetic/electrostatic tension combined with specific observer dynamics trigger a micro-scale quantum tunneling event or a metric fluctuation capable of briefly detaching an object from our brane?

I’m really interested in the math and theories behind localized spacetime anomalies, quantum entanglement of information, and the Block Universe perspective where time is a fixed landscape.

Would love to hear your thoughts, reading recommendations, or insights on how modern theoretical physics handles these kinds of multi-dimensional interactions.

Thanks!

TL;DR: How to model a 3D spacetime anomaly where an object briefly drops out of our timeline and returns with low entropy? Can localized EM fields trigger quantum tunneling or metric fluctuations off our brane?

how much could these higher dimensions theoretically interact with our macroscopic reality?

TL;DR: How to model a 3D spacetime anomaly where an object briefly drops out of our timeline and returns with low entropy? Can localized EM fields trigger quantum tunneling or metric fluctuations off our brane?

If a conscious observer experiences a localized anomaly—where a macroscopic object briefly drops out of the standard 3D timeline (becoming completely unobservable in any 3D coordinate) and later materializes in a highly localized state of low entropy—how would you mathematically model that transition?

TL;DR: How to model a 3D spacetime anomaly where an object briefly drops out of our timeline and returns with low entropy? Can localized EM fields trigger quantum tunneling or metric fluctuations off our brane?

Could a spike in localized electromagnetic/electrostatic tension combined with specific observer dynamics trigger a micro-scale quantum tunneling event or a metric fluctuation capable of briefly detaching an object from our brane?

TL;DR: How to model a 3D spacetime anomaly where an object briefly drops out of our timeline and returns with low entropy? Can localized EM fields trigger quantum tunneling or metric fluctuations off our brane?

I’m really interested in the math and theories behind localized spacetime anomalies, quantum entanglement of information, and the Block Universe perspective where time is a fixed landscape.

Do you have any references for any of this?

Specifically this part:

If a conscious observer experiences a localized anomaly—where a macroscopic object briefly drops out of the standard 3D timeline (becoming completely unobservable in any 3D coordinate) and later materializes in a highly localized state of low entropy—how would you mathematically model that transition?

Could a spike in localized electromagnetic/electrostatic tension combined with specific observer dynamics trigger a micro-scale quantum tunneling event or a metric fluctuation capable of briefly detaching an object from our brane?