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Characters and quasi-permutation representations of finite p-groups with few non-normal subgroups

Let G be a finite group and let ν(G) denote the number of conjugacy classes of non-normal subgroups of G. In [1], we gave algorithms to calculate c(G), q(G) and p(G) for a finite group G. In this paper, we will calculate irreducible characters of finite p-groups G, with ν(G) = 3. Also we will calculate c(G), q(G) and p(G). Finally we will show that cd(G) = {1, p}, where cd(G) denote the degree of irreducible characters of G.