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silver badges bronze badges asked hours ago nadi nadi bronze badges new contributor nadi is a new contributor to this site. take care in asking for clarification, commenting, and answering. check out our code of conduct . add a comment | answers active oldest votes whenever kernel or kernel modules...
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want to use the following proposition to solve it. .... algebraic-geometry sheaf-theory affine-schemes asked dec ' at : likemath silver badges bronze badges vote answer views why is the plane minus the origin not an affine scheme?
an paragraph from vakil's book. here $u$ is plane minus the origin. i know this question has appeared on this site. but i really get stuck by an step which is essentially the same as the above one ... algebraic-geometry schemes affine-schemes asked dec ' at : likemath silver badges bronze badges votes...
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justify the answer. i think the answer should be no because they are ... linear-algebra vector-spaces inner-product-space asked hours ago amy bronze badges votes answers views why is the definition of inner product the way it is?
badges votes answers views existence of best approximation in infinite dimensional inner product space. i know that for a finite dimensional inner product space,the best approximation of a vector exists in a given subspace not containing the vector.but is it true for infinite dimensional inner product...
https://math.stackexchange.com/questions/tagged/inner-product-space
thanks in advance probability-theory elementary-set-theory asked mins ago siem van benthem bronze badges votes answers views direction of a test subject in each test, a test subject may go left or right. in the first test go right with probability $\frac{ }{ }$ and go left with probability $\frac{ }{
}$. in the following tests, probability of going ... probability limits probability-theory probability-distributions random-variables asked hours ago marco pittella silver badge bronze badges votes answers views what is the probability that both roots of the equation $ax^ +bx+c= $ are real?...
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