@oe1cxw All the other peaks are just 0 :P.
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@cr1901 You still don't seem to understand. I'm not saying it has more than one (pointy) peak, I'm saying it has none!
@cr1901 Look at the definition I gave: The Kronecker Delta is 1 ALONG A LINE, not on a point! What you are saying makes no sense.
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@cr1901 Because it does not matter how you derive it, you will always get something that does not change along the (1,1) direction. -
@cr1901 For example you can say kronecker(x,y) = dirac(x-y) and then use whatever definition of the dirac pulse you want. - Show replies
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