Unified Framework Overview This framework consists of four connected papers that propose a geometric interpretation of quantum reality. Paper-1: Abstract: This paper proposes the concept of dimensionless Energy Space as a fundamental, unobservable substrate from which spacetime and quantum objects emerge. Energy Space is proposed as a maximally self-consistent domain that preserves conservation laws and coherence across all physical processes. Quantum objects carry an encoded geometric identity and associated physical properties such as mass, charge, spin, momentum, and energy. These properties remain encoded throughout the evolution of the quantum object and become physically manifested only through effective interactions with other quantum objects, fields, or environmental structures. The framework provides a conceptual interpretation of quantum entanglement, measurement, and property manifestation while maintaining consistency with probabilistic quantum behavior. Paper-2: Abstract: This paper proposes that quantum objects are specific dynamic geometric patterns emerging from spacetime and its correlated capabilities. Observable properties including electric charge, colour charge, weak charge, mass, spin, and energy are interpreted as consequences of underlying geometric structural features. Stable, composite, and unstable quantum objects are described through their compatibility with spacetime geometry. The framework further proposes that fields, forces, and interactions are emergent descriptions of deeper geometric interactions. In this view, spacetime acts as a universal geometric field from which quantum structures arise and evolve. Paper-3: Abstract: This paper presents phenomenological scaling relations for lepton and quark generations. A recursive geometric scaling parameter derived from the fine-structure constant is introduced to describe observed mass and instability hierarchies. The framework suggests complementary behavior between lepton and quark sectors and proposes discrete generational patterns represented through ceiling and floor functions. These relations are phenomenological in nature and are intended to explore possible geometric regularities underlying fermion masses and stability patterns. Paper-4: Abstract: This paper proposes the Peak-Coupling Theory of Quantum Interaction. Quantum localization is suggested to occur through discrete coupling events associated with oscillatory extrema within a quantum wave packet. Regions between extrema are proposed to be coupling-suppressed, while external fields, wave-packet structure, and environmental influences continuously modify the distribution of possible coupling events. The framework further suggests that observable interaction probabilities may arise from the squared magnitude of local coupling amplitudes, providing a possible route toward the emergence of Born-rule probabilities from underlying interaction dynamics.
Sanjeev Gupta (Sat,) studied this question.