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By Greenberg H.J.

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The figures and tables in this document appear as the form: Figure number : caption vs. Table number : caption That’s it. As a matter of style, we generally use the figure environment to present what we usually think of as figures, notably pictures, and we generally use the table environment to present information in tabular form. However, neither of these conditions is necessary for their LATEX environments. Floats can be framed, using the \fbox command. For example, Figures 33 and 34 illustrate how to frame a figure with a thick border.

Table 9 shows other common operations in math mode. ) Table 9: Some Mathematical Operations Operation Symbol subscript _ superscript ^ multiply \times divide \div Example How it appears What you write x3 x_3 3 x x^3 a×b a\times b a÷b a\div b The braces enclose an expression that can be used to define a more com2 plex operand. For example, xa+b is written as $x_{a+b}$ and xa is written as $x^{a^2}$. 1 Mathematical Symbols Table 10 shows some set notation. The complement of A often appears as ∼ A, produced by $\sim A$, but this is not universal notation; some authors use Ac or A′ , produced by $A^c$ and $A^\prime$, respectively, and some use A, produced by $\overline{A}$.

As Lamport [9, p. 43] says, “Making Greek letters is as easy as π (or Π)” (written $\pi$ or $\Pi$). ) The \mathbf does not make Greek letters boldface. We could use \boldmath to achieve this, but there is a package that not only provides the boldface font, but also produces proper spacing. In the preamble specify \usepackage{bm}, then \bm{\beta} ⇒β. 2 Fractions and Variable Size Functionality To make fractions, we could write $(x+y)/4$ to make (x + y)/4, but if we want x+y 4 , we use the \frac command: $\frac{x+y}{4}$.

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A simplified introduction to LaTeX by Greenberg H.J.


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