In this paper, we give a characterization of irreducible representation of *i=1mMni(C) into MkN(C), where k∈N and the least common multiple N of n_1, . . ., n_m is finite. We also give a necessary condition for the existence of irreducible representation of *i=1mMni(C) into MkN(C).
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机译:在本文中,我们将* i = 1mMni(C)的不可约表示表征为MkN(C),其中k∈N和n_1,的最小公倍数N。 。 。,n_m是有限的。我们还给出了* i = 1mMni(C)到MkN(C)的不可约表示的存在的必要条件。
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