Tominaga Norio

トミナガノリオ | Tominaga Norio

Affiliation and department：

Research field (2)： Mathematical analysis , Science education

Research keywords (1)： Functional analysis

Research theme for competitive and other funds (4)：

Papers (3)：

MISC (4)：

冨永徳雄. 強可換自己共役作用素の解析と異常磁気モーメントを伴うスピン1/2の粒子への応用. 北海道大学理学部数学科(新井先生還暦記念講演にて発表). 2014
Norio Tominaga. Analysis of a family of strongly commuting self-adjoint operators with applications to perturbed dirac operators. Hokkaido Mathematical Journal. 1997. 26. 3. 565-596
Asao Arai, Norio Tominaga. Analysis of a family of strongly commuting self-adjoint operators with applications to perturbed d’alembertians and the external field problem in quantum field theory. Hokkaido Mathematical Journal. 1996. 25. 2. 259-313
池田盛一, 山崎俊博, 新田一夫, 冨永徳雄. 釧路・函館・旭川高専における第1学年数学共通テストの結果と分析. 高専教育. 28. 375-380

Education (4)：

Professional career (2)：

Association Membership(s) (1)：

日本数学会

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