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- Galtchouk-Kunita-Watanabe分解Galtchouk-Kunita-Watanabe decomposition
- （1819-1901）英国、爱尔兰的王后，印度皇后(1819-1901) queen of Great Britain and Ireland and Empress of India
- GMtchouk-Kunita-Watanabe分解定理Galtchouk-Kunita-Watanabe Decomposition Theorem
- 海森堡，维尔纳·卡尔1901－1976德国物理学家，量子力学的奠基人。因其测不准原理而荣获1932年诺贝尔物理学奖German physicist and a founder of quantum mechanics. He won a1932 Nobel Prize for his uncertainty principle.
- Watanabe等人回复对“改进在海洋惯性运动下全球图和风功的54年历史”评述:估算由风引起的惯性能的时间混淆现象Reply to comment by M. Watanabe et al. On "Improved global maps and 54-year history of wind-work on ocean inertial motions": Time aliasing in estimating the wind-induced inertial energy
- 库兹涅茨，西蒙1901－1985俄裔美国经济学家，他因完善了以一个国家的国民生产总值来判断该国经济发展状况的方法，而获得了1971年的诺贝尔奖。Russian-born American economist. He won a1971 Nobel Prize for developing a method of using a country's gross national product to determine its economic growth.
- 假设G是一个p 可解群 ,A是一个可解群 ,它作用在G上且它的阶与G的阶互素 ,对适当的Dedekind整环R和RG的一个块B ,A平凡地作用在它的某一个亏群上 ,我们证明B与它的Watanabe对应之间存在一个Morita等价Assuming that G is a p sovable group and A is a solvable group acting on G with order prime to |G| , for a suitable Dedekind domain R and a block B of RG with the trivial action on some defect group, we prove that there exists a Morita equivalence between B and its Watanabe correspondence.
