Sequence - Revision history

Sudleyplace at 23:18, 15 April 2018

2018-04-15T23:18:46Z

← Older revision		Revision as of 19:18, 15 April 2018
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	<p>For example</p>		<p>For example</p>

	<apll>~~      ~~3..10~~        </apll>~~Start and end values~~<br />~~		<apll><pre>
	~~<apll>~~3 4 5 6 7 8 9 10~~<br />~~		3..10 Start and end values
	~~      ~~3 2..10~~      </apll>~~Start, step, and end values~~<br />~~		3 4 5 6 7 8 9 10
	~~<apll>~~3 5 7 9~~<br />~~		3 2..10 Start, step, and end values
	~~      ~~(⊂3 4)..6~~    </apll>~~Two start values, so the result is two-dimensional and nested~~<br />~~		3 5 7 9
	~~<apll> ~~3 4 ~~ ~~3 5 ~~ ~~3 6 ~~<br />~~		(⊂3 4)..6 Two start values, so the result is two-dimensional and nested
	~~ ~~4 4 ~~ ~~4 5 ~~ ~~4 6 ~~<br />~~		3 4 3 5 3 6
	~~ ~~5 4 ~~ ~~5 5 ~~ ~~5 6 ~~<br />~~		4 4 4 5 4 6
	~~ ~~6 4 ~~ ~~6 5 ~~ ~~6 6 ~~<br />~~		5 4 5 5 5 6
	~~      ~~3..⊂5 6~~      </apll>~~Two ending values, so the result is two-dimensional and nested~~<br />~~		6 4 6 5 6 6
	~~<apll> ~~3 3 ~~ ~~3 4 ~~ ~~3 5 ~~ ~~3 6 ~~<br />~~		3..⊂5 6 Two ending values, so the result is two-dimensional and nested
	~~ ~~4 3 ~~ ~~4 4 ~~ ~~4 5 ~~ ~~4 6 ~~<br />~~		3 3 3 4 3 5 3 6
	~~ ~~5 3 ~~ ~~5 4 ~~ ~~5 5 ~~ ~~5 6 <br />		4 3 4 4 4 5 4 6
	</apll>		5 3 5 4 5 5 5 6
			</pre></apll>

	<p>The starting value(s) may be greater than the ending values in which case the sequence is in descending order. The sign of the optional step value is ignored.</p>		<p>The starting value(s) may be greater than the ending values in which case the sequence is in descending order. The sign of the optional step value is ignored.</p>

	<apll>~~      ~~(6 7)2..2~~<br />~~		<apll><pre>
	~~ ~~6 7 ~~ ~~6 5 ~~ ~~6 3 ~~<br />~~		(6 7)2..2
	~~ ~~4 7 ~~ ~~4 5 ~~ ~~4 3 ~~<br />~~		6 7 6 5 6 3
	~~ ~~2 7 ~~ ~~2 5 ~~ ~~2 3 <br />		4 7 4 5 4 3
	</apll>		2 7 2 5 2 3
			</pre></apll>

	<p>This primitive was suggested by John Scholes of Dyalog, Ltd.</p>		<p>This primitive was suggested by John Scholes of Dyalog, Ltd.</p>

WikiSysop at 14:40, 25 February 2013

2013-02-25T14:40:08Z

← Older revision		Revision as of 10:40, 25 February 2013
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	3 2..10      </apll>Start, step, and end values<br />		3 2..10      </apll>Start, step, and end values<br />
	<apll>3 5 7 9<br />		<apll>3 5 7 9<br />
	(⊂3 4)..6    </apll>Two start values, so the result is two-dimensional<br />		(⊂3 4)..6    </apll>Two start values, so the result is two-dimensional and nested<br />
	<apll> 3 4  3 5  3 6 <br />		<apll> 3 4  3 5  3 6 <br />
	4 4  4 5  4 6 <br />		4 4  4 5  4 6 <br />
	5 4  5 5  5 6 <br />		5 4  5 5  5 6 <br />
	6 4  6 5  6 6 <br />		6 4  6 5  6 6 <br />
	3..⊂5 6      </apll>Two ending values, so the result is two-dimensional<br />		3..⊂5 6      </apll>Two ending values, so the result is two-dimensional and nested<br />
	<apll> 3 3  3 4  3 5  3 6 <br />		<apll> 3 3  3 4  3 5  3 6 <br />
	4 3  4 4  4 5  4 6 <br />		4 3  4 4  4 5  4 6 <br />

WikiSysop at 05:22, 5 February 2013

2013-02-05T05:22:37Z

← Older revision		Revision as of 01:22, 5 February 2013
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	2 7  2 5  2 3 <br />		2 7  2 5  2 3 <br />
	</apll>		</apll>

			<p>This primitive was suggested by John Scholes of Dyalog, Ltd.</p>

WikiSysop: Created page with "

2012-02-26T03:11:08Z

Created page with "<table border="1" cellpadding="5" cellspacing="0" rules="none" summary=""> <tr> <td> <table border="0" cellpadding="5" cellspacing="0" summary=""> <tr> <td val..."

New page
<table border="1" cellpadding="5" cellspacing="0" rules="none" summary="">
<tr>
<td>
<table border="0" cellpadding="5" cellspacing="0" summary="">
<tr>
<td valign="top"><apll>Z←L..R</apll></td>
<td></td>
<td></td>
<td>returns an array consisting of the numeric sequence of values between <apll>L</apll> and <apll>R</apll>.</td>
</tr>
</table>
</td>
</tr>
<tr>
<td><apll>L</apll> is a numeric or nested scalar or one- or two-element vector consisting of starting value(s) and optional step value(s) (default is <apll>1</apll>) for the sequence.</td>
</tr>
<tr>
<td><apll>R</apll> is a numeric or nested scalar or one-element vector consisting of ending value(s) for the sequence.</td>
</tr>
<tr>
<td><apll>Z</apll> is an array whose values represent the sequence of values between <apll>L</apll> and <apll>R</apll>.</td>
</tr>
</table>
<br />

<p>For example</p>

<apll>      3..10        </apll>Start and end values<br />
<apll>3 4 5 6 7 8 9 10<br />
      3 2..10      </apll>Start, step, and end values<br />
<apll>3 5 7 9<br />
      (⊂3 4)..6    </apll>Two start values, so the result is two-dimensional<br />
<apll> 3 4  3 5  3 6 <br />
 4 4  4 5  4 6 <br />
 5 4  5 5  5 6 <br />
 6 4  6 5  6 6 <br />
      3..⊂5 6      </apll>Two ending values, so the result is two-dimensional<br />
<apll> 3 3  3 4  3 5  3 6 <br />
 4 3  4 4  4 5  4 6 <br />
 5 3  5 4  5 5  5 6 <br />
</apll>

<p>The starting value(s) may be greater than the ending values in which case the sequence is in descending order. The sign of the optional step value is ignored.</p>

<apll>      (6 7)2..2<br />
 6 7  6 5  6 3 <br />
 4 7  4 5  4 3 <br />
 2 7  2 5  2 3 <br />
</apll>