Quantum Entanglement as s fundamental origin of space time structure.

Quantum entanglement has evolved from a peculiar feature of quantum mechanics to a central concept in modern theoretical physics. Recent developments in quantum information theory and quantum gravity suggest that the geometric structure of space-time may emerge from patterns of quantum entanglement. This paper investigates the hypothesis that space-time connectivity arises from entanglement correlations among fundamental quantum degrees of freedom. Using entanglement entropy, holographic duality, and tensor-network models, we analyze how geometric properties can emerge from quantum information structures. Mathematical formulations linking entanglement entropy and geometric area are discussed, together with conceptual models illustrating emergent geometry. The study contributes to ongoing theoretical attempts to unify quantum mechanics and general relativity by proposing that the fabric of space-time may fundamentally be an information-theoretic construct.