Last update: Sat Feb 7 02:00:38 MST 2026
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Math
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$ - 2 = ( - 8)^{1 / 3} = ( - 8)^{2 / 6} = [( - 8)^2]^{1 / 6} = 2 $,
33(3)319--320
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$ ( - 8)^{1 / 3} $, 33(3)321--330
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$ 1 - .9 \ldots {} $, 74(3)259--273
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$2$, 30(4)399--414
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$ 2 \times 2 $, 4(1)53--75
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\$33.00, 107(3)607--611
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$ 3^{\hbox {\` e}me} $, 5(4)441--459
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$ a x \pm b \pm c x = d $, 121(1)7--28
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$ d y / d x $, 4(3)358--367
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$f$, 114(1)63--88
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$ f'$, 114(1)63--88
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$i$, 77(2)331--350
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\ifx \undefined \booktitle \def \booktitle#1{{{\em #1}}} \fi # \ifx \undefined \flqq \def \flqq {\ifmmode \ll \else \leavevmode \raise 0.2ex \hbox{$\scriptscriptstyle \ll $}\fi}\fi # \ifx \undefined \frqq \def \frqq {\ifmmode \gg \else \leavevmode \raise 0.2ex \hbox{$\scriptscriptstyle \gg $}\fi}\fi # \ifx \undefined \k \let \k = \c \fi # \ifx \undefined \mathbb \def \mathbb #1{{\bf #1}}\fi},
0(0)0--0
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$ \mathbb {R}^3 $, 92(1)109--127
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$ \mathbb {Z} $, 7(1)113--120
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$n$, 77(2)331--350, 116(2)145--163
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$ \not c $, 99(2)125--136
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$ S_4 $, 6(1)99--111
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$ \Sigma $, 8(3)333--357
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$ \varepsilon $, 73(3)263--279
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$x$, 37(2)169--197
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$Z$, 46(1)229--271