Let A be a finite abelian p-group of rank at least 2. We show that \(E^0(BA)/I_{tr}\), the quotient of the Morava E-cohomology of A by the ideal generated by the image of the transfers along all proper subgroups, contains p-torsion. The proof makes use of transchromatic character theory.

中文翻译：

---

阿拉伯群体的Morava E-理论中的理想和扭曲传递

令A为秩至少为2的有限阿贝尔p-群。我们证明\（E ^ 0（BA）/ I_ {tr} \），是A的Morava E-同调性由A生成的理想值的商沿着所有适当子组的转移的图像包含p -torsion。该证明利用了转色字符理论。