140 citations · 609 across the 35 of their papers we have counts for
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math.CO2004★ 3 cited
Alpha-Pfaffian, pfaffian point process and shifted Schur measure
Sho Matsumoto
For any complex number and any even-size skew-symmetric matrix , we define a generalization $\pfaα(B)$ of the pfaffian $\pf(B)$ which we call the -pfaffian. The -pfaff…
math.NT2004★ 2 cited
Multiple finite Riemann zeta functions
K. Kimoto, N. Kurokawa, S. Matsumoto +1
Observing a multiple version of the divisor function we introduce a new zeta function which we call a multiple finite Riemann zeta function. We utilize some -series identity for…