How would i go about finding a maximal ideal of a ring C[x,y] / (x²,y²). This is the easiest part of a question but how to do this bit escapes me. Thanks
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Originally Posted by Jutx How would i go about finding a maximal ideal of a ring C[x,y] / (x²,y²). This is the easiest part of a question but how to do this bit escapes me. Thanks What about the ideal $\displaystyle (x,y)$? It is maximal and it does contain the ideal $\displaystyle (x^2,y^2)$... Tonio
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