Commit | Line | Data |
---|---|---|
fd15fd37 BJ |
1 | #once #create message |
2 | .ND | |
3 | .PP | |
4 | Now that we have some of the preliminaries out of the way, | |
5 | we can get on to doing real mathematics. | |
6 | I have been slipping small things into the example files | |
7 | as we go along so that you will at least have seen | |
8 | some common neqn constructions. | |
9 | ||
10 | One of the most frequent is the word "sub", which | |
11 | indicates a subscript, like this: | |
12 | ||
13 | .EQ | |
14 | x sub i + y sub j | |
15 | .EN | |
16 | ||
17 | which produces | |
18 | .EQ | |
19 | x sub i + y sub j | |
20 | .EN | |
21 | The main thing to notice is that the blanks are delimiters - | |
22 | the subscript of "x" is "i"; the blank after the "i" marks | |
23 | the end of the subscript. | |
24 | ||
25 | Modify the file "Example" so the equation in it looks like | |
26 | this: | |
27 | .EQ | |
28 | x sub alpha ~=~ y sub pi ~+~ z sub pi | |
29 | .EN | |
30 | Then type "ready". | |
31 | .pl 1 | |
32 | #once #create Ref | |
33 | .LP | |
34 | .EQ | |
35 | x sub alpha ~=~ y sub pi ~+~ z sub pi | |
36 | .EN | |
37 | .pl 1 | |
38 | #once #create Example | |
39 | .LP | |
40 | .EQ | |
41 | xxx | |
42 | .EN | |
43 | .pl 1 | |
44 | # | |
45 | #once neqn Ref | nroff >X1 & | |
46 | #once neqn message | nroff -T$term %s/tinyms - | |
47 | #user | |
48 | neqn Example | nroff >X2 | |
49 | #cmp X1 X2 | |
50 | #log | |
51 | #next | |
52 | 3.1b 10 | |
53 | 3.2a 5 |