Abstract Traditional economics has long been trapped in five core dilemmas: the disconnection between microeconomics and macroeconomics, the separation of the real economy from finance, endogenous paradoxes in monetary theory, inconsistent explanations for cycles and crises, and the disjunction between spatial and aggregate research. Based on the core framework of Real-Virtual Dual Field Theory (RVDT), this paper strictly distinguishes the dual binary structure of "real value/virtual value at the value ontology layer" and "real field/virtual field at the field domain spatial layer". Taking the conjugate golden attenuation rate as the underlying constant, this paper carries out economic and financial-specific transformation of the original general field potential formula: removing the native physical inverse-square assumption and replacing it with a calibratable economic lattice circulation term; introducing a nonlinear coupling coefficient to replace simple linear superposition; adding a technological innovation increment term to break the constraint of physical energy conservation; supplementing the real-virtual value vector composition and spatial field pressure difference criteria. Finally, a unified economic field potential model is constructed, which covers both temporal evolution and spatial distribution, is compatible with the real economy and finance, and supports nonlinear coupling of multiple agents. The research shows that the model can endogenously explain seven categories of core economic phenomena, including the failure of quantitative easing, economic cycle fluctuations, urban-rural regional differentiation, industrial monopoly black holes, polarization between rich and poor and insufficient effective demand, asset price resonance, and dynastic cycle law, providing a cross-dimensional unified mathematical framework for macroeconomic analysis, risk early warning and policy simulation. Keywords: Real-Virtual Dual Field Theory; Real Value-Virtual Value Dichotomy; Conjugate Golden Attenuation; Economic Field Potential; Spatial Lattice; Economic Black Hole
Zhongqiang Liu (Thu,) studied this question.
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