Peter Schultz looked at the spirited Qiao Yu without saying a word.
Qiao Yu snapped his fingers, then casually picked up a pen.
He continued his enthusiastic introduction: "You can understand it as the latest extension of the Generalized Modal Axiomatic System, which I've named the Qiao Yu Modal Space. Its goal is to transcend the limitations of Hilbert space while still maintaining a consistent mathematical framework."
Peter Schultz frowned and asked, "But in quantum mechanics, the descriptions of superposition states and entangled states rely heavily on the framework of Linear Algebra. How do you circumvent this?"
Qiao Yu casually drew a curve on the manuscript, then showed it to Peter Schultz.
"Do you see this curve? It's a simple modal path in the space, but I treat it as a mapping relation from the quantum initial state to the end state, rather than a set of superposed base states.
