What do you do with the negative exponents when you are dividing numbers, in the case of {eq}\frac{1^{-4}}{3} {/eq}? Negative Exponents: An exponent denotes how many times a number must be multiplied to itself. If the exponent is a negative number, ...
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The first one is a simple and intuitive system of inequalities.Lemma 3Fix a problem \(\mathcal {Q}=(N,A,u)\). Then \(U\in F^{c}(\mathcal {Q})\) if and only if \(U\gg 0\) and \(U=(u_{i}\cdot z_{i})_{i\in N}\) for some \(z\in \Phi (N,A)\) such ...
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