Abstract
This paper proposes a fundamental reconceptualization of quantum foam and the role of time in quantum mechanics. Building on the foundational work of Planck, Wheeler, and Einstein, and informed by the experimental breakthroughs recognized by the 2025 Nobel Prize in Physics, we argue that the persistent measurement problem in quantum mechanics may be an artifact of the assumption that time is a fundamental property of reality.
By removing linear time as an axiom, several long-standing quantum
paradoxes—including wavefunction collapse, Schrödinger’s cat, quantum
entanglement, and wave-particle duality—dissolve into natural consequences of a static, complete, timeless structure. This conceptual framework reinterprets quantum foam not as a dynamically fluctuating process but as a complete, fractal reality in which all possible states coexist, with observation serving as the mechanism by which specific aspects are revealed from a given position.
We outline the implications of this perspective and propose directions for mathematical formalization and experimental investigation.