Using the LinKnot package - Revision history

Drorbn at 11:39, 27 May 2023

2023-05-27T11:39:26Z

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	The Mathematica package [~~http~~://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.		The Mathematica package [https://www.mi.sanu.ac.rs/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.

	(''LinKnot'' also has a [http://math.ict.edu.yu/ webMathematica interface]!)		(''LinKnot'' also has a [http://math.ict.edu.yu/ webMathematica interface]!)
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	====Using ''LinKnot'' as a "subcontractor"====		====Using ''LinKnot'' as a "subcontractor"====
	To use ''LinKnot'' from within ''KnotTheory'', download the file <tt>LinKnot.zip</tt> from the [~~http~~://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] or from [http://katlas.math.toronto.edu/svn/LinKnot/tags/stable/ our mirror]. Unzip and install the content of <tt>LinKnot.zip</tt> wherever you like, and within Mathematica issue a command like		To use ''LinKnot'' from within ''KnotTheory'', download the file <tt>LinKnot.zip</tt> from the [https://www.mi.sanu.ac.rs/vismath/linknot/ LinKnot site] or from [http://katlas.math.toronto.edu/svn/LinKnot/tags/stable/ our mirror]. Unzip and install the content of <tt>LinKnot.zip</tt> wherever you like, and within Mathematica issue a command like

	{{Startup Note}}		{{Startup Note}}
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	====Using ''LinKnot'' in parallel with <tt>KnotTheory`</tt>====		====Using ''LinKnot'' in parallel with <tt>KnotTheory`</tt>====
	To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [~~http~~://www.mi.sanu.ac.yu/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [~~http~~://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:		To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [https://www.mi.sanu.ac.rs/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [https://www.mi.sanu.ac.rs/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:

	# Extract LinKnot.zip anywhere (e.g., to the local disc "C:\"). It will automatically create a new folder <tt>LinKnot</tt>.		# Extract LinKnot.zip anywhere (e.g., to the local disc "C:\"). It will automatically create a new folder <tt>LinKnot</tt>.

Drorbn: Reverted edits by BocmoNpasc (Talk); changed back to last version by Scott

2008-12-17T11:43:47Z

Reverted edits by BocmoNpasc (Talk); changed back to last version by Scott

← Older revision		Revision as of 07:43, 17 December 2008
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BocmoNpasc: trcrolc4tcs

2008-12-16T16:17:21Z

trcrolc4tcs

← Older revision		Revision as of 12:17, 16 December 2008
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			vinoacell
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Scott: Reverted edits by 218.234.66.132 (Talk); changed back to last version by Drorbn

2007-08-28T23:30:38Z

Reverted edits by 218.234.66.132 (Talk); changed back to last version by Drorbn

← Older revision		Revision as of 19:30, 28 August 2007
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	[http://manoke.cn/topic/julia-chanel/ julia chanel mpegs] [http://svike.info/view/new/prome-di.htm prome di maturita] [http://joperan.org/data/magic-combi/ magic combi] [http://primonona.info/content/view/tullio/ tullio] [http://primonona.info/content/view/jenny-from/ jenny from the block video] [http://polex.com.cn/resources/articles/esecuzione-ostaggi.htm esecuzione ostaggi in irak] [http://manoke.cn/topic/cuo/ cuo] [http://svike.info/view/new/santos-laguna.htm santos laguna] [http://soler.net.cn/data/partimpim.htm partimpim] [http://svike.info/view/new/artu.htm artu] [http://primonona.info/content/view/asrock-k/ asrock k8 939] [http://budget7i.info/lib/carol/ carol] [http://primonona.info/content/view/smart-lombardia/ smart lombardia] [http://wedner.info/content/view/distruggi-con.htm distruggi con la pallina] [http://sneck.info/data/gadget-pubblicitari/ gadget pubblicitari] [http://budget7i.info/lib/comune-verona/ comune verona] [http://joperan.org/data/lettore-dvd/ lettore dvd 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	The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.		The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.

218.234.66.132 at 15:18, 28 August 2007

2007-08-28T15:18:46Z

← Older revision		Revision as of 11:18, 28 August 2007
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			[http://manoke.cn/topic/julia-chanel/ julia chanel mpegs] [http://svike.info/view/new/prome-di.htm prome di maturita] [http://joperan.org/data/magic-combi/ magic combi] [http://primonona.info/content/view/tullio/ tullio] [http://primonona.info/content/view/jenny-from/ jenny from the block video] [http://polex.com.cn/resources/articles/esecuzione-ostaggi.htm esecuzione ostaggi in irak] [http://manoke.cn/topic/cuo/ cuo] [http://svike.info/view/new/santos-laguna.htm santos laguna] [http://soler.net.cn/data/partimpim.htm partimpim] [http://svike.info/view/new/artu.htm artu] [http://primonona.info/content/view/asrock-k/ asrock k8 939] [http://budget7i.info/lib/carol/ carol] [http://primonona.info/content/view/smart-lombardia/ smart lombardia] [http://wedner.info/content/view/distruggi-con.htm distruggi con la pallina] [http://sneck.info/data/gadget-pubblicitari/ gadget pubblicitari] [http://budget7i.info/lib/comune-verona/ comune verona] [http://joperan.org/data/lettore-dvd/ lettore dvd 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[http://primonona.info/content/view/capannori/ capannori] [http://xionny.cn/topic/plasmon/ plasmon 2] [http://wedner.info/content/view/batteria-acer.htm batteria acer 200] [http://klohy.info/img/styles/mg-zr.htm mg zr 160] [http://sneck.info/data/we-re/ we re not gonna take it] [http://polex.com.cn/resources/articles/guerrieri-in.htm guerrieri in smoking] [http://primonona.info/content/view/x-men/ x men2] [http://joperan.org/data/philips-jukebox/ philips jukebox mp3 hdd-100] [http://svike.info/view/new/department-diamonds.htm department diamonds milano] [http://manoke.cn/topic/era-di/ era di maggio] [http://funkall.us/images/small/macchine-fotografiche/ macchine fotografiche digitale batteria] [http://xionny.cn/topic/gsmk-cryptophone/ gsmk cryptophone 200] [http://klohy.info/img/styles/trolley-.htm trolley 4 ruote] [http://soler.net.cn/data/le-son.htm le son qui tu] [http://xionny.cn/topic/batteria-cellulare/ batteria cellulare panasonic] 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[http://soler.net.cn/data/sastre.htm sastre] [http://wedner.info/content/view/anthony-perkins.htm anthony perkins] [http://veggis.org.cn/resources/articles/risuscito.htm risuscito] [http://primonona.info/content/view/club-bologna/ club bologna] [http://funkall.us/images/small/macchina-delle/ macchina delle bolle] [http://polex.com.cn/resources/articles/mouse-laser.htm mouse laser logitech mx 1000] [http://primonona.info/content/view/ragazzo-ciampino/ ragazzo ciampino] [http://joperan.org/data/the-reason/ the reason] [http://polex.com.cn/resources/articles/grennday.htm grennday] [http://manoke.cn/topic/ferentino/ ferentino] [http://manoke.cn/topic/ian-brown/ ian brown] [http://manoke.cn/topic/brazil/ brazil] [http://klohy.info/img/styles/brother-dr.htm brother dr 2000] [http://manoke.cn/topic/online-personal/ online personal ads] [http://joperan.org/data/ospedali-salernitani/ ospedali salernitani] [http://soler.net.cn/data/cordless-easy.htm cordless easy telecom] [http://funkall.us/images/small/annuncio-affitto/ annuncio affitto biella] [http://svike.info/view/new/delta-airlines.htm delta airlines] [http://sneck.info/data/telefoni/ telefoni 3] [http://wedner.info/content/view/indirizzi-grandi.htm indirizzi grandi firme] [http://polex.com.cn/resources/articles/www-duncanjames.htm www duncanjames it] [http://soler.net.cn/data/per-niente.htm per niente al mondo] [http://funkall.us/images/small/jayden/ jayden] [http://manoke.cn/topic/pascuale/ pascuale] [http://funkall.us/images/small/samantha-de/ samantha de grene] [http://manoke.cn/topic/cellulare-e/ cellulare e palmare gps gprs] [http://wedner.info/content/view/mohamed-ray.htm mohamed ray] [http://budget7i.info/lib/ddddd/ ddddd] [http://joperan.org/data/dp/ dp 470] {{Manual TOC Sidebar}}
	{{Manual TOC Sidebar}}

	The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.		The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.

Drorbn at 15:27, 20 July 2006

2006-07-20T15:27:14Z

← Older revision		Revision as of 11:27, 20 July 2006
Line 2:		Line 2:

	The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.		The Mathematica package [http://www.mi.sanu.ac.yu/vismath/linknot/ ''LinKnot''] is a combination of two packages. The first, "Knot2000" was written by M. Ochiai and N. Imafuji. This was extended to the package ''LinKnot'' by S. Jablan and R. Sazdanovic. This package provides many useful things KnotTheory can't do natively; for example, it can interpret Conway notation, and, at least on Windows machines, provides nice graphics for knots, and a graphical interface for drawing knots by hand.

			(''LinKnot'' also has a [http://math.ict.edu.yu/ webMathematica interface]!)

	There are two ways ''LinKnot'' can be used along with <tt>KnotTheory`</tt>:		There are two ways ''LinKnot'' can be used along with <tt>KnotTheory`</tt>:

Drorbn at 13:34, 8 April 2006

2006-04-08T13:34:19Z

← Older revision		Revision as of 09:34, 8 April 2006
Line 37:		Line 37:
	To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [http://www.mi.sanu.ac.yu/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:		To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [http://www.mi.sanu.ac.yu/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:

	# Extract LinKnot.zip anywhere (e.g., to the local disc "C:\"). It will automatically create a new folder LinKnot.		# Extract LinKnot.zip anywhere (e.g., to the local disc "C:\"). It will automatically create a new folder <tt>LinKnot</tt>.
	# Set the directory to LinKnot, add the path to <tt>KnotTheory`</tt> to the Mathematica <code>$Path</code>, and run:		# Set the directory to <tt>LinKnot</tt>, add the path to <tt>KnotTheory`</tt> to the Mathematica <code>$Path</code>, and run:

	<pre>		<pre>
Line 47:		Line 47:
	</pre>		</pre>

	For example, if ~~the~~ LinKnot is installed in "C:\LinKnot" and <tt>KnotTheory`</tt> is installed at "C:\KnotTheory", run:		For example, if ''LinKnot'' is installed in "C:\LinKnot" and <tt>KnotTheory`</tt> is installed at "C:\KnotTheory", run:

	<pre>		<pre>
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	Then you can work with the both programs <tt>KnotTheory`</tt> and ''LinKnot''.		Then you can work with the both programs <tt>KnotTheory`</tt> and ''LinKnot''.

	If you need to have the complete program ''LinKnot'' visible (with the usage, description of all ''LinKnot'' functions, ''etc''.) and run together <tt>KnotTheory`</tt> and ''LinKnot'', you can open the file K2KL.nb from the directory LinKnot and run the same command as before.		If you need to have the complete program ''LinKnot'' visible (with the usage, description of all ''LinKnot'' functions, ''etc''.) and run together <tt>KnotTheory`</tt> and ''LinKnot'', you can open the file <tt>K2KL.nb</tt> from the directory <tt>LinKnot</tt> and run the same command as before.

	After you've done this, everything should just work. If everything doesn't just work, please complain to S. Jablan (jablans@yahoo.com).		After you've done this, everything should just work. If everything doesn't just work, please complain to S. Jablan (jablans@yahoo.com).

Scott at 23:11, 7 April 2006

2006-04-07T23:11:54Z

← Older revision		Revision as of 19:11, 7 April 2006
Line 37:		Line 37:
	To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [http://www.mi.sanu.ac.yu/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:		To use ''LinKnot'' in parallel with <tt>KnotTheory`</tt>, you should [http://www.mi.sanu.ac.yu/vismath/linknot/LinKnot.zip download LinKnot.zip] from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] (a full ''LinKnot'' manual page ManualK2KC.nb is in the zip file, and the main file is the mathematica notebook <tt>K2KL.nb</tt>). After downloading the file LinKnot.zip:

	# Extract LinKnot.zip anywhere (e.g., to the local disc C:). It will automatically create new folder LinKnot		# Extract LinKnot.zip anywhere (e.g., to the local disc "C:\"). It will automatically create a new folder LinKnot.
		⚫	# Set the directory to LinKnot, add the path to <tt>KnotTheory`</tt> to the Mathematica <code>$Path</code>, and run:

⚫	# Set the directory to LinKnot, add the path to <tt>KnotTheory`</tt>, ~~and~~ ~~from~~ ~~any~~ ~~nb-file~~ run:

⚫	SetDirectory["LinKnot ~~Directory~~"];

			<pre>
		⚫	SetDirectory["/path/to/LinKnot/"];
	<< LinKnots`		<< LinKnots`

	AppendTo[$Path, "Path to KnotTheory"];		AppendTo[$Path, "Path to KnotTheory"];

	<< KnotTheory`		<< KnotTheory`
			</pre>

	For example, if the ~~directories~~ LinKnot and <tt>KnotTheory`</tt> ~~are~~ ~~both~~ at C: run:		For example, if the LinKnot is installed in "C:\LinKnot" and <tt>KnotTheory`</tt> is installed at "C:\KnotTheory", run:

			<pre>
	SetDirectory["C:\\LinKnot"];		SetDirectory["C:\\LinKnot"];

	<< LinKnots`		<< LinKnots`

	AppendTo[$Path, "C:\\"];		AppendTo[$Path, "C:\\"];

	<< KnotTheory`		<< KnotTheory`
			</pre>

	Then you can work with the both programs <tt>KnotTheory`</tt> and ''LinKnot''.		Then you can work with the both programs <tt>KnotTheory`</tt> and ''LinKnot''.

	If you ~~like~~ to have the complete program ''LinKnot'' visible (with the usage, description of all ''LinKnot'' functions, ''etc''.) and run together <tt>KnotTheory`</tt> and ''LinKnot'', you can open the file K2KL.nb from the directory LinKnot and run the same command as before.		If you need to have the complete program ''LinKnot'' visible (with the usage, description of all ''LinKnot'' functions, ''etc''.) and run together <tt>KnotTheory`</tt> and ''LinKnot'', you can open the file K2KL.nb from the directory LinKnot and run the same command as before.

	After you've done this, everything should just work. If everything doesn't just work, please complain to S. Jablan (jablans@yahoo.com).		After you've done this, everything should just work. If everything doesn't just work, please complain to S. Jablan (jablans@yahoo.com).


Line 70:		Line 67:
	If you have any problem with running ''LinKnot'' (as a separate program) please do the following:		If you have any problem with running ''LinKnot'' (as a separate program) please do the following:

	1) in your ''Mathematica'' directory (e.g., C:\Program Files\Wolfram Research\Mathematica\5.0) make a new folder named LinKnot;		# in your ''Mathematica'' directory (e.g., C:\Program Files\Wolfram Research\Mathematica\5.0) make a new folder named LinKnot;
			# extract the contents of the file LinKnot.zip into the directory LinKnot;

	2) ~~extract~~ the ~~contents~~ of ~~the~~ ~~file LinKnot~~.~~zip~~ ~~into~~ the directory LinKnot;		# open the "Mathematica" notebook K2KL.nb that you will find in the directory LinKnot;
		⚫	# run the first line:

	3) open the "Mathematica" notebook K2KL.nb that you will find in the directory LinKnot;

⚫	4) run the first line:

			<pre>
	SetDirectory["LinKnot"]		SetDirectory["LinKnot"]

	<< LinKnots.m		<< LinKnots.m
			</pre>

	Then you can fix the appropriate path and work with ''KnotTheory'' and ''LinKnot'' as well.		Then you can fix the appropriate path and work with ''KnotTheory'' and ''LinKnot'' as well.


	====See also====		====See also====

Scott: /* Using ''LinKnot'' as a "subcontractor" */

2006-04-07T23:06:19Z

Using ''LinKnot'' as a "subcontractor"

← Older revision		Revision as of 19:06, 7 April 2006
Line 24:		Line 24:
	After you've done this, everything should just work. (''LinKnot'' will only be loaded when necessary, and there might be a short delay when this happens.) If everything doesn't just work, please complain to [[User:Scott\|Scott]].		After you've done this, everything should just work. (''LinKnot'' will only be loaded when necessary, and there might be a short delay when this happens.) If everything doesn't just work, please complain to [[User:Scott\|Scott]].

	~~You~~ may find it helpful to explicitly set the path in which you've installed ''LinKnot'' (although ''KnotTheory'' tries to do this itself). Simply set <tt>LinKnotDirectory[]</tt>.		In case of problems, you may find it helpful to explicitly set the path in which you've installed ''LinKnot'' (although ''KnotTheory'' tries to do this itself). Simply set <tt>LinKnotDirectory[]</tt>.

	<!--$$?LinKnotDirectory$$-->		<!--$$?LinKnotDirectory$$-->
Line 33:		Line 33:
	out= <nowiki>LinKnotDirectory[] contains the path to the ''LinKnot'' package. It must be set correctly in order for all the (Windows only) MathLink components of ''LinKnot'' to be usable. It can be overriden by the user.</nowiki>}}		out= <nowiki>LinKnotDirectory[] contains the path to the ''LinKnot'' package. It must be set correctly in order for all the (Windows only) MathLink components of ''LinKnot'' to be usable. It can be overriden by the user.</nowiki>}}
	<!--END-->		<!--END-->


	====Using ''LinKnot'' in parallel with <tt>KnotTheory`</tt>====		====Using ''LinKnot'' in parallel with <tt>KnotTheory`</tt>====

Drorbn at 19:18, 7 April 2006

2006-04-07T19:18:38Z

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 The advantage for the first approach is that the interface to ''LinKnot'' is then consistent with the conventions used by <tt>KnotTheory`</tt> and the Mathematica name space remains less cluttered. The advantage of the second approach is obvious - with it, all the functionality of ''LinKnot'' is available, and not just the parts for which wrapper functions are provided within <tt>KnotTheory`</tt>.
 ====Using ''LinKnot'' as a "subcontractor"====
-To use ''LinKnot'' with ''KnotTheory'', you should download the file <tt>LinKnot.zip</tt> from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] or from [http://katlas.math.toronto.edu/svn/LinKnot/tags/stable/ our mirror]. Unzip and install the content of <tt>LinKnot.zip</tt> wherever you like, and within Mathematica issue a command like
+To use ''LinKnot'' from within ''KnotTheory'', download the file <tt>LinKnot.zip</tt> from the [http://www.mi.sanu.ac.yu/vismath/linknot/ LinKnot site] or from [http://katlas.math.toronto.edu/svn/LinKnot/tags/stable/ our mirror]. Unzip and install the content of <tt>LinKnot.zip</tt> wherever you like, and within Mathematica issue a command like
 {{Startup Note}}
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 out= <nowiki>LinKnotDirectory[] contains the path to the ''LinKnot'' package. It must be set correctly in order for all the (Windows only) MathLink components of ''LinKnot'' to be usable. It can be overriden by the user.</nowiki>}}
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 ====Using ''LinKnot'' in parallel with <tt>KnotTheory`</tt>====
 If you have any problem with running ''LinKnot'' (as a separate program) please do the following:
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 Then you can fix the appropriate path and work with ''KnotTheory'' and ''LinKnot'' as well.
 ====See also====