In each case determine if M is an free A-module. I such a case give a basis. a) , as submodule of b) A is a conmutative ring, , with the action for all
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Originally Posted by roporte In each case determine if M is an free A-module. I such a case give a basis. a) , as submodule of b) A is a conmutative ring, , with the action for all both are free. in part a) the basis is and in part b) the basis is where is defined to have 1 in the (i,j) entry and 0 everywhere else.
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