Computer Simulation of Quantum Phenomena

Gerardo Ortíz, Emanuel H. Knill, James E. Gubernatis

Gerardo Ortíz

Georgios Ouilson Papadopoulos, Apostolos Syropoulos

Computers are widely used in physics and other natural sciences to simulate physical phenomena. Thus, people routinely use computers to model many and different physical systems. In addition, computers have been used to solve difficult problems by simulating successful practices employed by living organism. However, it seems not everything can be simulated, that is, there are phenomena that are characterized as non-computable. Most of them can be simulated by quantum computers but for some even these computers are not adequate. The authors examine why this happens, how it can be solved, and whether the “ultimate” goal of simulating the whole universe is feasible.

GANIYA ORMANOVA

Jincheng Zhang

This paper presents a novel simulation framework for nonlinear geometry field theory, leveraging quantum computing to achieve high-fidelity simulations of complex physical phenomena. We outline the core mechanism, emphasizing the integration of non-linear geometry field theory with quantum computation to accelerate the simulation process. The paper argues that this approach offers a significant advancement over traditional methods, particularly in handling intricate geometric configurations and enabling high-precision simulations. The development of this framework is driven by the potential of quantum computing to overcome limitations in computational complexity, offering improved accuracy and efficiency for modeling diverse physical systems. The core claim is that this simulation framework can accurately represent and simulate complex geometric phenomena with enhanced precision.