Hi, how to prove this:
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Originally Posted by lukaszh Hi, how to prove this: if and then thus conversely, we have and hence similarly thus
I dont understand this: Originally Posted by NonCommAlg ... then thus How this emerges of Thanks
Originally Posted by lukaszh I dont understand this: How this emerges of Thanks in order to prove that you need to show that if then to prove that you need to show that is orthogonal to every element of i.e. so you choose an element of then for some we have because
Thank you, it's simple :-)
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