computer/equation
をテンプレートにして作成
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開始行:
[[computer]]
+division
#mathjax(\frac{numerator}{denominator})
#mathjax(\frac{numerator}{denominator})
#mathjax(p(\bm w) = \prod^N_{n=1}p(w_n))
#mathjax(text-align: left)
\[
p(\bm w) = \prod^N_{n=1}p(w_n)
\]
\begin{eqnarray}
\frac{1}{{v}^{2}+2\,\left( n1+n2\right) \,\mathrm{b}\left( n1,n2\right) \,v+\left( -{\left( n1+n2\right) }^{2}\right) \,{\mathrm{b}\left( n1,n2\right) }^{2}}
\end{eqnarray}
\[\frac{1}{{v}^{2}+2\,\left( n1+n2\right) \,\mathrm{b}\left( n1,n2\right) \,v+\left( -{\left( n1+n2\right) }^{2}\right) \,{\mathrm{b}\left( n1,n2\right) }^{2}}\]
\[\frac{2\,\left( \frac{d}{d\,n1}\,\mathrm{b}\left( n1,n2\right) \right) \,\left( n2+n1\right) \,v+2\,\mathrm{b}\left( n1,n2\right) \,v-2\,\mathrm{b}\left( n1,n2\right) \,\left( \frac{d}{d\,n1}\,\mathrm{b}\left( n1,n2\right) \right) \,{\left( n2+n1\right) }^{2}-2\,{\mathrm{b}\left( n1,n2\right) }^{2}\,\left( n2+n1\right) }{{\left( {v}^{2}+2\,\mathrm{b}\left( n1,n2\right) \,\left( n2+n1\right) \,v-{\mathrm{b}\left( n1,n2\right) }^{2}\,{\left( n2+n1\right) }^{2}\right) }^{2}}\]
終了行:
[[computer]]
+division
#mathjax(\frac{numerator}{denominator})
#mathjax(\frac{numerator}{denominator})
#mathjax(p(\bm w) = \prod^N_{n=1}p(w_n))
#mathjax(text-align: left)
\[
p(\bm w) = \prod^N_{n=1}p(w_n)
\]
\begin{eqnarray}
\frac{1}{{v}^{2}+2\,\left( n1+n2\right) \,\mathrm{b}\left( n1,n2\right) \,v+\left( -{\left( n1+n2\right) }^{2}\right) \,{\mathrm{b}\left( n1,n2\right) }^{2}}
\end{eqnarray}
\[\frac{1}{{v}^{2}+2\,\left( n1+n2\right) \,\mathrm{b}\left( n1,n2\right) \,v+\left( -{\left( n1+n2\right) }^{2}\right) \,{\mathrm{b}\left( n1,n2\right) }^{2}}\]
\[\frac{2\,\left( \frac{d}{d\,n1}\,\mathrm{b}\left( n1,n2\right) \right) \,\left( n2+n1\right) \,v+2\,\mathrm{b}\left( n1,n2\right) \,v-2\,\mathrm{b}\left( n1,n2\right) \,\left( \frac{d}{d\,n1}\,\mathrm{b}\left( n1,n2\right) \right) \,{\left( n2+n1\right) }^{2}-2\,{\mathrm{b}\left( n1,n2\right) }^{2}\,\left( n2+n1\right) }{{\left( {v}^{2}+2\,\mathrm{b}\left( n1,n2\right) \,\left( n2+n1\right) \,v-{\mathrm{b}\left( n1,n2\right) }^{2}\,{\left( n2+n1\right) }^{2}\right) }^{2}}\]
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