Hmm, for example, can the spectral distribution of the Gaussian Orthogonal Ensemble be completely characterized by the density function of the modal space? Moreover, if the dimensions rise again, does the isomorphic mapping of the modal space still maintain uniqueness?
You know, when we try to combine modal space and random matrix theory, we have to propose more detailed requirements for the basic assumptions of isomorphic mapping and think about whether there might be some unknown special cases that could disrupt this mapping."
Nelson explained seriously and then said earnestly: "So after discussing with everyone last time, I proposed a new conjecture.
Can the modal path and the spectral distribution of random matrices be unified through some higher-dimensional space? If so, it means we will create a high-dimensional unified framework applicable to all fields related to complex analysis."
Hearing this question, Qiao Yu's eyes lit up.
