Tensor Networks, Quantum Entanglement, and Emergent Spacetime: Implications for Universal Laws and Systemic Balance
Angelito Enriquez Malicse
Tensor networks are a mathematical framework developed to efficiently represent complex quantum systems. Initially formalized in quantum many-body physics, they have become a key tool in quantum information theory and condensed matter physics. Recent developments suggest that tensor networks may also model emergent spacetime geometry, indicating that the structure of spacetime itself may arise from underlying quantum entanglement patterns. This paper reviews the historical development of tensor networks, their applications in physics, and their conceptual analogy to universal laws and systemic balance in complex systems. The discussion highlights how local interactions can generate global structure, paralleling feedback mechanisms in societal or biological systems.
•Mar 16, 2026•0 citations