Index file section Math for stoc1990.bib
Last update: Sun Oct 15 02:52:41 MDT 2017
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Math
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$=$, z-z-xi
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$-approximation algorithms for MAX CUT and MAX $, z-z-xi
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$^0[p^k]$, z-z-xi
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$1$, z-z-xi
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${} + 1$, z-z-xi
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$2$, z-z-xi
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$3$, z-z-xi
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$4/3$, z-z-xi
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$E$, z-z-xi
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$\epsilon$, z-z-xi
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$j$, z-z-xi
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$K$, z-z-xi
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$k$, z-z-xi
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$L_2$, z-z-xi
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$\ln n$, z-z-xi
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$\log \log N$, z-z-xi
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$(\log n)^{2-o(1)}$, z-z-xi
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$m$, z-z-xi
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$N$, z-z-xi
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$n$, z-z-xi
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$\not=$, z-z-xi
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$O(\log k)$, z-z-xi
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$O(\mbox{congestion} + \mbox{dilation} + \log^{1+\epsilon} N)$,
z-z-xi
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$\omega$, z-z-xi
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$\Omega(n^2)$, z-z-xi
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$O(n \log n)$, z-z-xi
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$O(n \log^3 m)$, z-z-xi
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$p$, z-z-xi
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$R^d$, z-z-xi
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$s$, z-z-xi
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$SL \subseteq L^{4/3}$, z-z-xi
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$st$, z-z-xi
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$\subseteq$, z-z-xi
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$t$, z-z-xi
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$t + 1$, z-z-xi
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$\tilde{O}(n^2)$, z-z-xi
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$\tilde{O}(n^3)$, z-z-xi
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$\tilde{O}(nm)$, z-z-xi
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$W$, z-z-xi