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2 % Only the most commonly-used macros. Needed by everything else.
5 % Place the argument in matching left/right parntheses.
6 \providecommand*
{\of}[1]{ \left(
{#1} \right)
}
8 % Group terms using parentheses.
9 \providecommand*
{\qty}[1]{ \left(
{#1} \right)
}
11 % Group terms using square brackets.
12 \providecommand*
{\sqty}[1]{ \left[ {#1} \right] }
14 % Create a set from the given elements
15 \providecommand*
{\set}[1]{ \left\lbrace {#1} \right\rbrace }
17 % A set comprehension, where the ``such that...'' bar is added
18 % automatically. The bar was chosen over a colon to avoid ambiguity
19 % with the L : V -> V notation. We can't leverage \set here because \middle
20 % needs \left and \right present.
21 \providecommand*
{\setc}[2]{ \left\lbrace {#1}\
\middle|\
{#2} \right\rbrace }
24 \providecommand*
{\pair}[2]{ \left(
{#1},
{#2} \right)
}
26 % The Cartesian product of two things.
27 \providecommand*
{\cartprod}[2]{ {#1} \times {#2} }
32 % All of the product spaces (for example, R^n) that follow default to
33 % an exponent of ``n'', but that exponent can be changed by providing
34 % it as an optional argument. If the exponent given is ``1'', then it
35 % will be omitted entirely.
38 % The natural n-space, N x N x N x ... x N.
39 \providecommand*
{\Nn}[1][n
]{
40 \mathbb{N
}\if\detokenize{#1}\detokenize{1}{}\else^
{#1}\fi
43 % The integral n-space, Z x Z x Z x ... x Z.
44 \providecommand*
{\Zn}[1][n
]{
45 \mathbb{Z
}\if\detokenize{#1}\detokenize{1}{}\else^
{#1}\fi
48 % The rational n-space, Q x Q x Q x ... x Q.
49 \providecommand*
{\Qn}[1][n
]{
50 \mathbb{Q
}\if\detokenize{#1}\detokenize{1}{}\else^
{#1}\fi
53 % The real n-space, R x R x R x ... x R.
54 \providecommand*
{\Rn}[1][n
]{
55 \mathbb{R
}\if\detokenize{#1}\detokenize{1}{}\else^
{#1}\fi
58 % The complex n-space, C x C x C x ... x C.
59 \providecommand*
{\Cn}[1][n
]{
60 \mathbb{C
}\if\detokenize{#1}\detokenize{1}{}\else^
{#1}\fi