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- Galtchouk-Kunita-Watanabe分解Galtchouk-Kunita-Watanabe decomposition
- （1819-1901）英國、愛(ài)爾蘭的王后，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，維爾納·卡爾1901－1976德國物理學(xué)家，量子力學(xué)的奠基人。因其測不準原理而榮獲1932年諾貝爾物理學(xué)獎German physicist and a founder of quantum mechanics. He won a1932 Nobel Prize for his uncertainty principle.
- Watanabe等人回復對“改進(jìn)在海洋慣性運動(dòng)下全球圖和風(fēng)功的54年歷史”評述:估算由風(fēng)引起的慣性能的時(shí)間混淆現象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
- 庫茲涅茨，西蒙1901－1985俄裔美國經(jīng)濟學(xué)家，他因完善了以一個(gè)國家的國民生產(chǎn)總值來(lái)判斷該國經(jīng)濟發(fā)展狀況的方法，而獲得了1971年的諾貝爾獎。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.
- 假設G是一個(gè)p 可解群 ,A是一個(gè)可解群 ,它作用在G上且它的階與G的階互素 ,對適當的Dedekind整環(huán)R和RG的一個(gè)塊B ,A平凡地作用在它的某一個(gè)虧群上 ,我們證明B與它的Watanabe對應之間存在一個(gè)Morita等價(jià)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.
