Graphical Input - Revision history

DrorsRobot at 00:33, 1 April 2006

2006-04-01T00:33:26Z

← Older revision		Revision as of 20:33, 31 March 2006
Line 36:		Line 36:

	<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:		<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:
	<!--$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];++n;$-->		<!--$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];++n;$--><!--END-->
		⚫	<!--$$Kh[K][q, t]$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
	{{InOut\|		{{InOut\|
	n = 5 \|		n = 5 \|
	in = <nowiki>$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$</nowiki> \|
	out= <nowiki>$</nowiki>}}
	<!--END-->
⚫	<!--$$Kh[K][q, t]$$-->
	<!--Robot Land, no human edits to "END"-->
	{{InOut\|
	n = 6 \|
	in = <nowiki>Kh[K][q, t]</nowiki> \|		in = <nowiki>Kh[K][q, t]</nowiki> \|
			out= <nowiki> 3 5 7 2 11 3 9 4 11 4 13 4
	out= <nowiki>1
			q + q + q t + q t + q t + 3 q t + 2 q t</nowiki>}}
	- + q
	q</nowiki>}}
	<!--END-->		<!--END-->

Drorbn at 00:33, 1 April 2006

2006-04-01T00:33:06Z

← Older revision		Revision as of 20:33, 31 March 2006
Line 36:		Line 36:

	<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:		<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:
	<!--$$$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$$$-->		<!--$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];++n;$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
	{{InOut\|		{{InOut\|

DrorsRobot at 00:30, 1 April 2006

2006-04-01T00:30:07Z

← Older revision		Revision as of 20:30, 31 March 2006
Line 16:		Line 16:
	<!--$$?KnotInput$$-->		<!--$$?KnotInput$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
			{{HelpAndAbout\|
	{{HelpLine\|
	n = 3 \|		n = 3 \|
			n1 = 4 \|
	in = <nowiki>KnotInput</nowiki> \|		in = <nowiki>KnotInput</nowiki> \|
	out= <nowiki>KnotInput[] opens a window in which you can draw a knot or link by hand. Right click and select 'Quit' when you're done. This function requires the package LinKnots`, and will only run on Windows machines. Sorry!</nowiki>}}		out= <nowiki>KnotInput[] opens a window in which you can draw a knot or link by hand. Right click and select 'Quit' when you're done. This function requires the package LinKnots`, and will only run on Windows machines. Sorry!</nowiki> \|
			about= <nowiki>The KnotInput program was written by M. Ochiai, C. Nakai, Y. Matsuyama and N. Imafuji and is imported to KnotTheory` via the package LinKnot by S. Jablan and R. Sazdanovic</nowiki>}}
	<!--END-->		<!--END-->

Line 36:		Line 38:
	<!--$$$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$$$-->		<!--$$$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
			{{InOut\|
			n = 5 \|
			in = <nowiki>$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$</nowiki> \|
			out= <nowiki>$</nowiki>}}
	<!--END-->		<!--END-->
	<!--$$Kh[K][q, t]$$-->		<!--$$Kh[K][q, t]$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
	{{InOut\|		{{InOut\|
	n = 4 \|		n = 6 \|
	in = <nowiki>Kh[K][q, t]</nowiki> \|		in = <nowiki>Kh[K][q, t]</nowiki> \|
	out= <nowiki>1		out= <nowiki>1

Drorbn at 00:29, 1 April 2006

2006-04-01T00:29:56Z

← Older revision		Revision as of 20:29, 31 March 2006
Line 34:		Line 34:

	<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:		<tt>K</tt> is now perfectly usable within <tt>KnotTheory`</tt>:
			<!--$$$K=GaussCode[{-1,-4,2,3},{-3,-5,4,6},{5,1,-6,-2}];$$$-->
			<!--Robot Land, no human edits to "END"-->
			<!--END-->
	<!--$$Kh[K][q, t]$$-->		<!--$$Kh[K][q, t]$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->

DrorsRobot at 00:25, 1 April 2006

2006-04-01T00:25:41Z

← Older revision		Revision as of 20:25, 31 March 2006
Line 16:		Line 16:
	<!--$$?KnotInput$$-->		<!--$$?KnotInput$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
			{{HelpLine\|
	{{HelpAndAbout\|
	n = 3 \|		n = 3 \|
		⚫	in = <nowiki>KnotInput</nowiki> \|
	n1 = 4 \|
			out= <nowiki>KnotInput[] opens a window in which you can draw a knot or link by hand. Right click and select 'Quit' when you're done. This function requires the package LinKnots`, and will only run on Windows machines. Sorry!</nowiki>}}
⚫	in = <nowiki>~~ConwayNotation~~</nowiki> \|
	out= <nowiki>ConwayNotation[s] represents the knot or link whose Conway notation is the string s. ConwayNotation[K], where K is a knot or a link with up to 12 crossings, returns ConwayNotation[s], where s is a string containing the Conway notation of K.</nowiki> \|
	about= <nowiki>The program ConwayNotation relies on code from the LinKnot package by Slavik Jablan and Ramila Sazdanovic.</nowiki>}}
	<!--END-->		<!--END-->

Line 39:		Line 37:
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
	{{InOut\|		{{InOut\|
	n = 2 \|		n = 4 \|
	in = <nowiki>~~AppendTo~~[~~$Path~~, ~~"C:/bin/LinKnot/"~~];</nowiki>}}		in = <nowiki>Kh[K][q, t]</nowiki> \|
			out= <nowiki>1
			- + q
			q</nowiki>}}
	<!--END-->		<!--END-->

Drorbn at 00:21, 1 April 2006

2006-04-01T00:21:48Z

← Older revision		Revision as of 20:21, 31 March 2006
Line 29:		Line 29:
	in = <nowiki>K = KnotInput[]</nowiki>}}		in = <nowiki>K = KnotInput[]</nowiki>}}
	pops a blank window on which a knot or a link can be drawn with mouse clicks. At first pass all crossings are drawn as "new over old", but a further click on any given crossing will flip it.		pops a blank window on which a knot or a link can be drawn with mouse clicks. At first pass all crossings are drawn as "new over old", but a further click on any given crossing will flip it.
			[[Image:KnotInput_Screenshot.png\|thumb\|center\|304px\|<tt>KnotInput</tt> in action.]]

	A right click followed by selecting "quit" will then determine the Gauss code of the knot or link just drawn and return it to Mathematica:		A right click followed by selecting "quit" will then determine the Gauss code of the knot or link just drawn and return it to Mathematica:
	{{Out\|		{{Out\|
Line 38:		Line 38:
	<!--$$Kh[K][q, t]$$-->		<!--$$Kh[K][q, t]$$-->
	<!--Robot Land, no human edits to "END"-->		<!--Robot Land, no human edits to "END"-->
	{{In\|		{{InOut\|
	n = 2 \|		n = 2 \|
	in = <nowiki>AppendTo[$Path, "C:/bin/LinKnot/"];</nowiki>}}		in = <nowiki>AppendTo[$Path, "C:/bin/LinKnot/"];</nowiki>}}

69.156.13.192 at 00:16, 1 April 2006

2006-04-01T00:16:15Z

@@ Line 2: / Line 2: @@
 Thanks to our link with [[Using the LinKnot package|LinKnot]], on Windows systems <tt>KnotTheory`</tt> accepts graphical knot input.
 {{Startup Note}}
@@ Line 23: / Line 22: @@
 out= <nowiki>ConwayNotation[s] represents the knot or link whose Conway notation is the string s. ConwayNotation[K], where K is a knot or a link with up to 12 crossings, returns ConwayNotation[s], where s is a string containing the Conway notation of K.</nowiki> |
 about= <nowiki>The program ConwayNotation relies on code from the LinKnot package by Slavik Jablan and Ramila Sazdanovic.</nowiki>}}
 <!--END-->

69.156.13.192 at 23:51, 31 March 2006

2006-03-31T23:51:53Z

New page

{{Manual TOC Sidebar}}

Thanks to our link with [[Using the LinKnot package|LinKnot]], on Windows systems <tt>KnotTheory`</tt> accepts graphical knot input.

{{Startup Note}}

As in the section [[Using the LinKnot package]], the first step is to add ''LinKnot'' to the Mathematica search path. This path will likely be different on your computer.



{{In|
n = 2 |
in = <nowiki>AppendTo[$Path, "C:/bin/LinKnot/"];</nowiki>}}




{{HelpAndAbout|
n = 3 |
n1 = 4 |
in = <nowiki>ConwayNotation</nowiki> |
out= <nowiki>ConwayNotation[s] represents the knot or link whose Conway notation is the string s. ConwayNotation[K], where K is a knot or a link with up to 12 crossings, returns ConwayNotation[s], where s is a string containing the Conway notation of K.</nowiki> |
about= <nowiki>The program ConwayNotation relies on code from the LinKnot package by Slavik Jablan and Ramila Sazdanovic.</nowiki>}}