Research keywords (6)：
フルビッツ代数上の解析学
, クリフォード解析
, 多変数関数論
, Analysis on Hurwitz algebra
, Clifford analysis
, Function theory of several complex variables
Research theme for competitive and other funds (4)：
四元数解析に関する研究
クリフォード解析に関する研究
Study on Quaternionic Analysis
Study on Clifford analysis
MISC (34)：
Lawrynowicz, Julian, No^no, Kiyoharu, Suzuki, Osamu. Hyperfunctions on fractal boundaries, Meromorphic schauder basis for a fractal set,. Bull. Sci. Letters Lodz 57 Ser.Rech. Deform. 2007. 53. 63-74
Lawrynowicz, Julian, No^no, Kiyoharu, Suzuki, Osamu. A fractal renormalization theory of infinite-dimensional Clifford algebra and the renormalized Dirac operator,. Bull. Sci. Letters Lodz 57 Ser.Rech. Deform. 2007. 53. 53-62
Nôno, K, Devi, R, Devipriya, M, Muthukumaraswamy, K, Maki, H. On $\rm g\sp \#\alpha$-closed sets and the digital plane. Bull. Fukuoka Univ. Ed. III. 2004. 53. 15--24
Nôno, K, Devi, R, Bhuvaneswari, K, Maki, H. On $μ$ $\rm g\alpha$-irresolute maps, where $μ\in\{\text{strongly, strongly semi-, almost}\}. Bull. Fukuoka Univ. Ed. III. 2004. 53. 7--13
An explicit construction of real pre-Hurwitz algebra. Proc. of 3th Int. ISSAC Con.(Berlin). 2003. 1. 427-436
