Index file section Math for lncs2001c.bib
Last update: Tue Dec 17 02:06:19 MST 2019
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Math
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$+$, 2154(0)59--z
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$ 0 - 1 $, 2146(0)45--z
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$ 0 / 1 $, 2122(0)159--z
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$1$, 2129(0)90--z, 2131(0)257--z, 2138(0)275--z, 2150(0)568--z
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$ 1.5 $, 2138(0)380--z
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$2$, 2127(0)94--z, 2129(0)90--z, 2136(0)500--z, 2138(0)275--z,
2142(0)600--z, 2150(0)639--z, 2161(0)218--z
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$ (2^m) $, 2162(0)202--z
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$3$, 2124(0)282--z, 2124(0)400--z, 2124(0)457--z, 2127(0)385--z,
2127(0)401--z, 2129(0)147--z, 2131(0)36--z, 2131(0)344--z,
2134(0)63--z, 2134(0)105--z, 2134(0)480--z, 2134(0)636--z,
2136(0)363--z, 2136(0)524--z, 2143(0)454--z, 2146(0)181--z,
2150(0)375--z, 2179(0)309--z, 2179(0)401--z, 2181(0)43--z,
2182(0)14--z, 2184(0)213--z
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$^3$, 2131(0)360--z
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$ 3 / 2 $, 2129(0)90--z
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$ 3^{\rm rd} $, 2119(0)445--z
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$4$, 2136(0)524--z, 2158(0)205--z
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$6$, 2158(0)205--z
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$b$, 2129(0)192--z
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$ {\cal E} $, 2173(0)254--z
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$^{\cal K}$, 2173(0)429--z
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$^\circ $, 2130(0)1141--z
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$ {\colon = } $, 2154(0)59--z
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$d$, 2153(0)161--z
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$ \epsilon $, 2130(0)405--z
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$ \epsilon_0 $, 2183(0)68--z
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$ (H, C, K) $, 2136(0)304--z
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$ \hbox {\rm {NP} \kern - 0.5pt}_{riptstyle W} $, 2136(0)285--z
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\ifx \undefined \bbb \def \bbb #1{\mathbb{#1}} \fi # \ifx \undefined \circled \def \circled #1{(#1)}\fi # \ifx \undefined \flqq \def \flqq {\ifmmode \ll \else \leavevmode \raise 0.2ex \hbox{$\scriptscriptstyle \ll $}\fi}\fi # \ifx \undefined \frqq \def \frqq {\ifmmode \gg \else \leavevmode \raise 0.2ex \hbox{$\scriptscriptstyle \gg $}\fi}\fi # \ifx \k \undefined \let \k = \c \fi # \ifx \undefined \mathbb \def \mathbb #1{{\bf #1}}\fi # \ifx \undefined \mathbf \def \mathbf #1{{\bf #1}}\fi # \ifx \undefined \mathcal \def \mathcal #1{{\cal #1}}\fi # \ifx \undefined \mathrm \def \mathrm #1{{\rm #1}}\fi # \ifx \undefined \ocirc \def \ocirc #1{{\accent'27#1}}\fi # \ifx \undefined \reg \def \reg {\circled{R}}\fi # \ifx \undefined \TM \def \TM {${}^{\sc TM}$} \fi # \hyphenation{ }},
0(0)0--0
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$ {K} $, 2121(0)79--z
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$K$, 2130(0)464--z, 2150(0)321--z
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$k$, 2122(0)56--z, 2130(0)450--z, 2136(0)87--z, 2136(0)260--z,
2161(0)86--z, 2167(0)564--z
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$ k > 2 $, 2180(0)180--z
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$L$, 2129(0)223--228
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$ \lambda $, 2142(0)443--z, 2159(0)695--z, 2183(0)22--z
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$M$, 2124(0)510--z
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$m$, 2115(0)166--z
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$ \mathbb {Z}^2 $, 2138(0)400--z
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$ \mathcal {A} $, 2173(0)393--z
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$N$, 2138(0)408--411
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$n$, 2147(0)420--z
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$ \nu $, 2167(0)312--z
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$ {O}({\Delta } \log {n}) $, 2161(0)345--z
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$ O(k^2) $, 2180(0)123--z
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$ \omega $, 2142(0)130--z
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$ O[n^3 / z^3] $, 2127(0)150--158
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$ (p) $, 2162(0)202--z
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$ \pi $, 2154(0)292--z
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$Q$, 2167(0)324--z
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$R$, 2151(0)41--z, 2152(0)43--z
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$ \rho \mu $, 2147(0)275--285
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$ {\rm P} \neq {\rm NP} $, 2138(0)162--z
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$ (t, n) $, 2119(0)417--434
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$ \times $, 2154(0)59--z
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$ \varepsilon $, 2124(0)518--z
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$X$, 2159(0)296--z, 2173(0)322--z
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$y$, 2162(0)126--z
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$Z$, 2151(0)253--z, 2152(0)43--z
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$ (Z_3; +) $, 2138(0)408--411
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$ Z_4 $, 2122(0)47--55