Theory
Quantum Spatial Mapping is a playful, evolving proposal for thinking about the relationship between space and quantum phenomena.
Rather than treating space as a passive container for quantum events, this framework asks whether spatial geometry might play an active role in mediating quantum interactions. The idea is intentionally open to scrutiny, questions, and better explanations.
Mathematical Framework
The formalism is a starting point for discussion, building on familiar quantum-mechanical notation:
H = H₀ + ℏ²/2m ∇²Ψ + V(r,t)
T_spatial = (ℏ²/2m) √(det g) ∂_μ (√(det g) g^μν ∂_ν Ψ)
U(t) = exp(-i H_spatial t/ℏ)
What do these terms mean here? Which assumptions are missing? That is precisely where constructive responses are welcome.
We Want Your Thoughts
This is an evolving theory. Send a critique, an alternative interpretation, a reference, or simply tell us where the joke stops being funny.
Questions to Explore
- Could spatial geometry influence quantum measurement?
- What predictions would distinguish this idea from established models?
- Where do the mathematics need clarification or correction?
- Is this physics, speculative fiction, or both?