Key points are not available for this paper at this time.
Let p be an odd prime and x be an indeterminate. Recently, Z. -W. Sun proposed the following conjecture: + (j-ip) ₀ ₈, ₉ -₁₂=cases (2p) pbₚx-aₚ & if\ p 14, 1 & if\ p 34, cases where aₚ and bₚ are rational numbers related to the fundamental unit and class number of the real quadratic field Q (p). In this paper, we confirm the above conjecture of Sun based on Vsemirnov's decomposition of Chapman's "evil determinant".
Wang et al. (Fri,) studied this question.