The relationship between quantum information and classical information is a topic of ongoing research and debate in the field of quantum information theory. While it is true that classical information emerges from quantum systems through measurement processes, it is not straightforward to say that specific elements used to represent stories exist as quantum information before being converted into classical information.
In quantum mechanics, information is encoded in the quantum states of physical systems. These states evolve according to the principles of quantum mechanics until a measurement is performed, which collapses the system's state into a definite classical outcome. This process is known as the measurement postulate.
However, whether specific elements of a story, such as characters, plot points, or settings, exist as quantum information prior to measurement is not well-defined or understood. Quantum information theory primarily deals with abstract mathematical representations of information and its manipulation rather than specific narratives or concepts.
Moreover, it is important to note that the classical description of a story involves a high degree of complexity and coherence, which may not be easily captured by quantum systems. Quantum effects, such as superposition and entanglement, typically manifest on microscopic scales and do not readily translate into the macroscopic complexity of a story.
While quantum information theory has made significant strides in understanding information processing and communication at the quantum level, applying these concepts directly to the representation of specific narratives or story elements remains a challenging and open question. Further research is needed to explore the potential connections between quantum information and the complex structures that emerge in classical narratives.