Difference between revisions of "Typographic conventions in this guide"
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* A three-dimensional array | * A three-dimensional array | ||
{| class="wikitable" | {| class="wikitable" | ||
+ | ! colspan="4" |<code>Index'''_c = '''</code> 'displayed value' | ||
+ | |- | ||
! | ! | ||
− | ! colspan="3" |<code>'''Index_b'''</code> ▶ | + | ! colspan="3" |<code>'''Index_b'''</code> ▶ |
|- | |- | ||
!<code>Index'''_a'''</code>''' ▼''' | !<code>Index'''_a'''</code>''' ▼''' |
Revision as of 23:56, 12 November 2015
Example | Meaning |
behavior analysis | Key terms when introduced. Most of these terms are included in the Glossary. |
Diagram | Menus and menu commands, window names, panel names, dialog box names, function parameters. |
Sequence() | Name of a variable or function in Analytica. |
Price - DownPmt
|
Expressions, definitions, example code. |
10^7 → 10M
|
In example code, this means that the variable or expression before the “→” generates the result after it. |
Enter, Control+a | A key or key-combination on the keyboard. A letter, such as “a”, can be lower- or uppercase. |
Code examples: This guide includes snippets of code to illustrate features, for example:
Index N := [1, 2, 3, 4, 5]
Variable Squares := N^2
Sum(Squares, N) → 55
This code says that there are two objects, an index N
and a variable Squares
. You would create these objects in a Diagram window by dragging from the node toolbar into the diagram (see Creating and editing nodes). You would enter the expressions, [1, 2, 3, 4, 5]
and N^2
into their definitions (see Creating or editing a definition). You would not enter the assignment “:=
”. The last line says that the expression Sum(Squares, N)
evaluates to the result 55
after the →. You might include that expression in the definition of third variable.
Array examples: We use these typographic conventions to show Analytica arrays.
- An index or list and its values
N:
1
|
2
|
3
|
4
|
5
|
- A one-dimensional array,
Squares
Squares ▶
| |||||
---|---|---|---|---|---|
1
|
2
|
3
|
4
|
5
| |
1
|
4
|
9
|
16
|
25
|
- A two-dimensional array
Index_b ▶
| |||
---|---|---|---|
Index_a ▼
|
a | b | c |
x | value
|
value
|
value
|
y | value
|
value
|
value
|
z | value
|
value
|
value
|
- A three-dimensional array
Index_c = 'displayed value'
| |||
---|---|---|---|
Index_b ▶
| |||
Index_a ▼
|
a | b | c |
x | value
|
value
|
value
|
y | value
|
value
|
value
|
z | value
|
value
|
value
|
See Also
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