Beatrice
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 Nov15 comment What's the most straight-forward way to prove Walras's Law? thanks @user68! Nov15 comment What's the most straight-forward way to prove Walras's Law? @Jason B - what's LNS? Oct30 comment Given $AX = XD$, where $D$ is a diagonal matrix and $A$ is idempotent, is $D$ idempotent as well? yup, i got the answer i was looking for, thanks! Oct30 comment Given $AX = XD$, where $D$ is a diagonal matrix and $A$ is idempotent, is $D$ idempotent as well? no it's not hw, just something i was wondering about Apr9 comment Payoffs question I agree that the question is unrealistic as well. Thanks for your answer. Apr1 comment Payoffs question Strangely, the answer given by my professor is f= 0.75 while I thought that the answer should be f = 0 like all your answers suggested. I'm gonna think it over again. Mar22 comment What property of the transition matrix of a Markov process determines that there is a finite, non-zero long-term distribution? Thanks, that was very helpful.