On 2-SG-semisimple rings
D Bennis, K Hu, F Wang - 2015 - projecteuclid.org
In this paper, we investigate 2-SG-semisimple rings which are a particular kind of quasi-
Frobenius rings over which all modules are periodic of period~ 2. Namely, we show that …
Frobenius rings over which all modules are periodic of period~ 2. Namely, we show that …
ON 2-SG-SEMISIMPLE RINGS
D BENNIS, KUI HU, F WANG - The Rocky Mountain Journal of Mathematics, 2015 - JSTOR
In this paper, we investigate 2-SG-semisimple rings which are a particular kind of quasi-
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …
ON 2-SG-SEMISIMPLE RINGS
D BENNIS, KUI HU, F WANG - JOURNAL OF MATHEMATICS, 2015 - projecteuclid.org
In this paper, we investigate 2-SG-semisimple rings which are a particular kind of quasi-
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …
[PDF][PDF] On 2-SG-semisimple rings
D Bennis, K Hu, F Wang - researchgate.net
In this paper, we investigate 2-SG-semisimple rings which are a particular kind of quasi-
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …
Frobenius rings over which all modules are periodic of period 2. Namely, we show that local …