Papers and Preprints

6.  An RKHS approach to the indefinite Schwarz-Pick inequality on the bidisk, preprint, arXiv:2410.17596.

5.  A note on an invariant distance of the bidisk (with Deepak K. D. and Michio Seto), Linear Algebra and its Applications, 703, 619-626.

4.  Complex structure that admits complete Nevanlinna-Pick spaces of Hardy type , International Mathematics Research Notices,Volume 2024, Issue 22, 13840-13854, 2024, arXiv:2403.02521.

・Slide (at RIMS Nov. 2024)

3.  Some relations between Schwarz-Pick inequality and von Neumann’s inequality, Complex Analysis and Operator Theory, vol. 18, article number 95, 2024, arXiv:2306.08694.

・Slide (at IWOTA 2024)

2.  A polynomial approximation result for free Herglotz-Agler functions, Canadian Mathematical Bulletin, 66(2), 665-678, 2023, arXiv:2203.14243.

1.  A refined nc Oka-Weil theorem, Canadian Mathematical Bulletin, 66(1), 218-224, 2023,  arXiv:2107.04774.