Badges woven in the strips

Badges woven in the strips

Search Results for: Badges woven in the strips
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buyer ignored item and asked for money back anyway. our broker advises us to address this in the normal fashion (accept or negotiate etc.), but it begs the question: are we basically writing a contract with no teeth in regard to the inspection - no money back clause?
is my broker correct in stating, this is basically wasted verbiage in a buy-sell since the buyer can still terminate based on the inspection report?...
https://money.stackexchange.com/questions/118377/is-an-inspection-contingency-with-no-money-back-wasted-verbiage
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cancel vote answers views something is wrong with the following fft formula i am new to fft but i think there is something wrong with the negative sign in the exponent in the formula we are given in our homework. it doesn't match with the cooley-tukey fft formula in this and ... fast-fourier-transform
asked feb at : node.js gold badges silver badges bronze badges votes answers views discrete cosine transform (dct) coefficient distribution i have two images : original image binarized image i have applied discrete cosine transform to the two images by dividing the x image into ... fourier-transform...
https://math.stackexchange.com/questions/tagged/fast-fourier-transform
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by ... complex-analysis polynomials approximation-theory asked hour ago ziang chen , silver badges bronze badges votes answers views what is the decay of the convolution of these two slowly decaying functions?
bronze badges votes answers views findinig a lipschitz function which maximizes $sup_{f\in f\cap ker(n)}|s(f)|$ consider the problem of integration of $f\in c_[ ]$ ,$s(f)=\int_ ^{\infty}f(x)e^{-x}dx$. let's define a set $f:=${functions which satisfy lipschitz condition with constant one}, lets establish...
https://math.stackexchange.com/questions/tagged/approximation-theory
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