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Examples from the TeXbook (Chapter 17, more)

TeXbook p. 146
(\; )\; [\; ]\; \{\; \}\; \lfloor\;\rfloor\; \lceil\;\rceil\; \langle\;\rangle\; /\; \backslash\; |\;\vert\;\Vert\; \uparrow\; \Uparrow\; \downarrow\;\Downarrow\; \updownarrow\;\Updownarrow

\Bigg(\; \Bigg)\; \Bigg[\; \Bigg]\; \Bigg\{\; \Bigg\}\; \Bigg\lfloor\;\Bigg\rfloor\; \Bigg\lceil\;\Bigg\rceil\; \Bigg\langle\;\Bigg\rangle\; \Bigg/\; \Bigg\backslash\; \Bigg\vert\;\Bigg\Vert\; \Bigg\uparrow\; \Bigg\Uparrow\; \Bigg\downarrow\;\Bigg\Downarrow\; \Bigg\updownarrow\;\Bigg\Updownarrow\; \Bigg\lgroup\;\Bigg\rgroup\; \Bigg\lmoustache\;\Bigg\rmoustache

\bigl(x-s(x)\bigr)\bigl(y-s(y)\bigr)\quad \bigl[x-s[x]\bigr]\bigl[y-s[y]\bigr]\quad \bigl| |x| + |y| \bigr|\quad \bigl\lfloor\sqrt A\bigr\rfloor

TeXbook p. 147
\bigg({\partial\over \partial x^2}+{\partial\over \partial y^2}\bigg) \big|\phi(x+iy)\big|^2 = 0

\bigl(x\in A(n)\bigm| x\in B(n)\bigr) \quad {\textstyle \bigcup_n X_n\bigm\| \bigcap_n Y_n} \quad {a+1\over b}\!\bigg/{c+1\over d}


TeXbook p. 148
1+\left(1\over 1-x^2\right)^3 \quad \pi(n) = \sum_{k=2}^n \left\lfloor \phi(k)\over k-1 \right\rfloor

TeXbook p. 149
\pi(n) = \sum_{m=2}^n \left\lfloor \left(\sum_{k=1}^{m-1}\bigl\lfloor(m/k\bigr)\big/\lceil m/k\rceil\big\rfloor \right)^{-1} \right\rfloor

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Created: 14 Mar 2004
Last modified: Mar 15, 2009 1:03:43 PM
Comments to: dpvc@union.edu
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