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- Dedekind和Dedekind sums
- Dedekind群Dedekind groups
- Dedekind函數Dedekind function
- 廣義Dedekind和generalized Dedekind sum
- 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.
