This paper explores the potential of quantum self-adaptive spacetime geometry – a novel computational framework leveraging quantum entanglement to dynamically adjust spacetime parameters and enable precise spacetime modeling. Traditional approaches to spacetime simulation rely on manually designed geometries, limiting their adaptability. We propose a mechanism that dynamically adjusts spacetime geometry based on learned data and environmental information, automating the process through a specialized spacetime geometry calculation algorithm. The core claim is that this framework offers a significant advancement in spacetime simulation, enabling more accurate and flexible modeling compared to conventional methods. This work introduces a dynamic spacetime geometry parameter adjustment system, demonstrating its potential for enhanced simulation fidelity and computational efficiency.This paper explores the potential of quantum self-adaptive spacetime geometry – a novel computational framework leveraging quantum entanglement to dynamically adjust spacetime parameters and enable precise spacetime modeling. Traditional approaches to spacetime simulation rely on manually designed geometries, limiting their adaptability. We propose a mechanism that dynamically adjusts spacetime geometry based on learned data and environmental information, automating the process through a specialized spacetime geometry calculation algorithm. The core claim is that this framework offers a significant advancement in spacetime simulation, enabling more accurate and flexible modeling compared to conventional methods. This work introduces a dynamic spacetime geometry parameter adjustment system, demonstrating its potential for enhanced simulation fidelity and computational efficiency.

Aug 31, 20260 citations

Quantum Relativity

Heinrich Saller

International Journal of Theoretical PhysicsDec 13, 201642 citations

The Emergence of Spacetime: Transactions and Causal Sets

R. E. Kastner

This paper discusses how the transactional interpretation of quantum mechanics can provide for a natural account of the emergence of spacetime events from a quantum substratum. In this account, spacetime is not a substantive manifold that becomes occupied with events; rather, spacetime itself exists only in virtue of specific actualized events. This implies that spacetime is discrete rather than continuous, and that properties attributed to spacetime based on the notion of a continuum are idealizations that do not apply to the real physical world. It is further noted that the transactional picture of the emergence of spacetime can provide the quantum dynamics that underlie the causal set approach as proposed by Sorkin and others.This paper discusses how the transactional interpretation of quantum mechanics can provide for a natural account of the emergence of spacetime events from a quantum substratum. In this account, spacetime is not a substantive manifold that becomes occupied with events; rather, spacetime itself exists only in virtue of specific actualized events. This implies that spacetime is discrete rather than continuous, and that properties attributed to spacetime based on the notion of a continuum are idealizations that do not apply to the real physical world. It is further noted that the transactional picture of the emergence of spacetime can provide the quantum dynamics that underlie the causal set approach as proposed by Sorkin and others.

arXiv:1411.2072Nov 8, 20141 citation

Quantum Relativity

PuMa Tse

Jul 5, 20190 citations

Spacetime-constrained oblivious transfer

Damián Pitalúa-García

In 1-out-of-2 oblivious transfer (OT), Alice inputs numbers ${x}_{0},{x}_{1}$ , Bob inputs a bit $b$ and outputs ${x}_{b}$ . Secure OT requires that Alice and Bob learn nothing about $b$ and ${x}_{\overline{b}}$ , respectively. We define spacetime-constrained oblivious transfer (SCOT) as OT in Minkowski spacetime in which Bob must output ${x}_{b}$ within ${R}_{b}$ , where ${R}_{0}$ and ${R}_{1}$ are fixed spacelike separated spacetime regions. We show that unconditionally secure SCOT is impossible with classical protocols in Minkowski (or Galilean) spacetime, or with quantum protocols in Galilean spacetime. We describe a quantum SCOT protocol in Minkowski spacetime, and we show it unconditionally secure.In 1-out-of-2 oblivious transfer (OT), Alice inputs numbers ${x}_{0},{x}_{1}$, Bob inputs a bit $b$ and outputs ${x}_{b}$. Secure OT requires that Alice and Bob learn nothing about $b$ and ${x}_{\overline{b}}$, respectively. We define spacetime-constrained oblivious transfer (SCOT) as OT in Minkowski spacetime in which Bob must output ${x}_{b}$ within ${R}_{b}$, where ${R}_{0}$ and ${R}_{1}$ are fixed spacelike separated spacetime regions. We show that unconditionally secure SCOT is impossible with classical protocols in Minkowski (or Galilean) spacetime, or with quantum protocols in Galilean spacetime. We describe a quantum SCOT protocol in Minkowski spacetime, and we show it unconditionally secure.

arXiv:1512.05649Physical Review AJun 29, 201628 citations

Quantum Relativity

Mack, Rodney L.

Nov 6, 20250 citations

In 1-out-of-2 oblivious transfer (OT), Alice inputs numbers

{x}_{0},{x}_{1}

, Bob inputs a bit

b

and outputs

{x}_{b}

. Secure OT requires that Alice and Bob learn nothing about

b

and

{x}_{\overline{b}}

, respectively. We define spacetime-constrained oblivious transfer (SCOT) as OT in Minkowski spacetime in which Bob must output

{x}_{b}

within

{R}_{b}

, where

{R}_{0}

and

{R}_{1}

are fixed spacelike separated spacetime regions. We show that unconditionally secure SCOT is impossible with classical protocols in Minkowski (or Galilean) spacetime, or with quantum protocols in Galilean spacetime. We describe a quantum SCOT protocol in Minkowski spacetime, and we show it unconditionally secure.