What is the Hochschild cohomological dimension of the "translation algebra": $\mathbb{C}\langle x,y\rangle/(xy-yx-x)$?
I expect it to be $2$, but I haven;t found a serious argument as to why this should be so...
What is the Hochschild cohomological dimension of the "translation algebra": $\mathbb{C}\langle x,y\rangle/(xy-yx-x)$?
I expect it to be $2$, but I haven;t found a serious argument as to why this should be so...
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