Prof.  Laijun  Lu
Jilin University,  China

Title: Research on Pan-Quantum Theory of Earth's Complex Chaotic System and Early Warning Mechanisms for Extreme Disaster Events

Abstract:

The coupling dynamics of the Earth system's layers lead to the interaction of various elements, and the overall operation process presents internal uncertainty within the system; Due to the gravitational forces of some planets in the solar system often causing tidal fluctuations, internal energy release, and even butterfly effects on Earth, the Earth system exhibits chaotic or weak chaotic properties.
On the other hand, due to the complexity of the structural elements of the Earth system and the dynamic nature of their superposition, the Earth exhibits complex superposition, chaos, nonlinearity, and periodicity, leading to the normalization of extreme events in the Earth system. This is the natural cause of geological disasters. We will conduct quantization research on the complex chaotic system of the Earth, propose a Pan-Quantum theory system, and based on this, establish early warning mechanism models for various geological disasters (earthquakes, tsunamis, volcanic eruptions, extreme weather, etc.), and test disaster supercomputing simulation with the support of Pan-Quantum algorithms. The specific theoretical points include: solving the nonlinear decomposition equation model of spatial big data chaotic spectrum and defining it with Pan-Quantum, solving the Pan-Quantum spatial variation wave function, proving the convergence of strange attractors, proving the butterfly effect mechanism of the Pan-Quantum resonance equation model, and theoretical models of rock thermal internal waves and seawater internal waves; At the same time, theoretical and technical analysis has been provided for geological hazard warning and prediction using the Earth's rotation force, surface tension, and algebraic topology Mao's sphere theorem model.

Keywords: rock thermal internal wave and ocean internal wave disaster model, chaotic spectrum equation, theory of Pan-Quantum spatial variation and resonance effect, early warning of disasters.

Biography:

Part-time job in China：                           

— Chief Expert of Jiangxi Nuclear Geology Data Science and Engineering Technology Research Center, China.

— Director of the Quantum Earth Science Center at Chengdu University of Technology, China.

— Professor at the Institute of Environmental Health, China Medical University, China.

— Chief Scientist of the Nanoquantum Earth Science Research Center at Xingtai University, China.

— Professor of Mathematics and Systems Science at Shenyang Normal University, China.

— Professor of Electronic Information Engineering at Shenyang University of Aeronautics and Astronautics, China.

Scientific research：                                   

l Research direction and achievements

 1. Nonlinear Spectrum Decomposition Theory for Complex Chaotic Systems

(1) Taking complex systems as research objects (such as Cosmic systems, Earth ecosystems, Ocean systems, Life systems, etc.), the concept of generalized affinity (vector) is proposed. Under the principle of maximum and minimum, a nonlinear chaotic spectrum decomposition equation is established, and a generalized function analysis equation is implemented in Hilbert space to solve the intrinsic vibration digital spectrum of macroscopic large molecular clusters, which is defined as spatial generalized quantum and establishes the research direction of macroscopic quantum mechanics.

(2) Intrinsic function of spatial pan quantum theory: Microscopic quantum states (wave particle duality, uncertainty, superposition coherence, entanglement, tunneling effect, etc.) have inheritance and transformation relationships at the macroscopic level. It is proved that the generalized affinity vector force is proportional to the sum of all observations products, and inversely proportional to the sum of the squared Mahalanobis distances of all observation points (a general expression of classical mechanics). At the same time, it is proved that the conservation of generalized affinity force, generalized density conservation, and gradient divergence curl comprehensive conservation of spatial properties. Panquanta have generalized quantum state properties, and the wave function transfer equations of different Panquanta in non-uniform media have local solutions and convergence; Under certain initial energy perturbations, spatial quantum phenomena can produce resonance effects and even butterfly effects, as analyzed by the Mao sphere theorem in algebraic topology. This is the fundamental content of the universal quantum theory system. The pan quantum theory can explain the dynamics of complex systems and various natural processes such as extreme events and supercritical effects.

(3) Proven the existence, variability, and resonance of quantum phenomena; An Earth interpretation case is provided for the existence of the convergence and strange attractors of solutions to nonlinear equations of chaotic spectra in complex systems.