T(7,3): Difference between revisions

From Knot Atlas
Jump to navigationJump to search
No edit summary
No edit summary
Line 1: Line 1:
<!-- Script generated - do not edit! -->
<!-- Script generated - do not edit! -->


<!-- ailedmath . uwo . c$Failedv$ildg at [h$Failedn.matuwo . ca
<!-- $Failed$Failedv$ileddge] at [h$Failedn.matuwo . ca
--------
--------
caidmK$Faidaileds$idpa$Faidnt$iledaedtres$Failedgr$Failedadding-left: 1em;" | X<sub>3146<u b 152/s$Failed62</sub>
c$Faidml K$FaidaFaedsKiledpaaidtort$edailedts$Failedams$Faileding-l$Failed$Failed62</sub>
|-
|-
|'''[[GausCeGss cod$Failede=$Faile$Failed1, 2, -3, 1}
|'''[[GausCeGss cod$Failede=$Faile$Failed1, 2, -3, 1}
'$Failed (Dowk-Thistlewaite) Codes|DowrhtFaileda$FaediaInvariants|name=T(3,2$Failed=$Failedinite $Failediev)nvaanFailed===$Failed'''
'$Failed (Dowk-ThistlaeCes|Dowr - T2aepa$Faeal Invarnts|name=T(3,2)}}

===[[Finite Type (Vassiliev)nvaanFailed===$Failed'''
|style="padding-left: 1em;"$Failed)
|style="padding-left: 1em;"$Failed)
|}
|}


[[KhovHomolo$Failedeffi oven$Failed> are shoFaile</math>, over ternation < math</math>). e sques with <f$FailedYe2</math>, where <math>s=</th > 2 the signHLRed$Failedrder=1>
[[KhovHomolo$Failedeffi oven$Failed> are shoFaile</math>, over ternationmathmath>). The squares th < failedYe2</math>, where <math>s=</math>22 signHLRed$Fail the<center><$Failedn=center>
⚫
<td wid$Failedled$Failed>j</td><td>&nbsp;</td$Failed/tr>
<tr align=center>
</tab$Failed/$Failedlednter><td>9</td>$Failed><t$Failedo$Failedo$Fail$Failediled>$Failed&$Failedd$Failed>$Faed > $Fa$Fled style="color: red; borpadding:0">&lt;&lt; KnotTheory$Failed
⚫
<td wid$Failedled$Fai$Failed$Failed/tr>
⚫
</tr>$$Failed9$Failedd$Failed<$Failed;$Failed=$Failed $Failedn$Failedi$Failedn$Failedp $Failedd$Faile$Failailed > --(--(-$Failed------)) tdtd><pre style="color: red; border: 0px; padding: 0em"><nowiki>PD[TorusKnot[3, 2]]</now$Failededp$Failed $Failedo$F$Failedd,$Faileds$Failedi$Failed<$Failedo$Failede$Failedk$Failedi$Failedp$Failedde[-2, 3, -1, 2, -3, 1]</nowiki></pre></td><Failedolor:bl$Faidn[5]:=</nowiki></$Faedrd$Faido$Failed>$Failedea$Failed<$Failedd$Failed $Failedn0rpadding:0<$Failed3$Failedr$Failednbsp ((($Failed & ) nbsp; ) & )/now$Faile t
</table></td>
-$Failed+ borde $Failed < $Fa
<td wi$F$Failedtd>9</td><td>&nbsp;</td><td>&nbsp$Failedtd bgcolor=yellow>1</$Fl$Faileddd$Failed>$Failed>$Fa$Failed style="color: red; borpadding:0">&$FailedTheory$Failed
⚫
$Failededo$Failed<$Failede$Failed $Failedd$Failed>$Failede$Failed $Failede$Failed 0px; padd$Failedpre></td><t$Failedadding: 0em"><now$Failed=$Failed/$Faileda$Failede$Failedm$Failed&$Failedr$Failed<$Failed>$Failed<$FailedK$Failedt$Failede$Failed $Failednowiki>Out[9]=&nbsp;&nbsp;&nbsp;</nowiki></pre></td><td><p$Failedding: 0em"><nowik$Failed/$Failed>$Failedepadding:0<$Failed<$Failed:$Failedi$Failed"pai$Failed;$Failedi$Failed>$Fapaddg: 0em"><nowiki>S$Faileds$Failedq$Failed<$Failedl$Failedr$Failedk$Failedl$Failedi$Failedt$Failedp$Failedt$Failedi$FailedK$Failedt$Failedorder: 0px; padding: 0em"><nowiki>Out[12]=&nbsp;&nbsp;&nbsp;</nowiki></pre></td><td><pre style="color: black; border: 0px; padding: 0em"><nowiki> 2 4 6 8 12 14
</tr>$Failed="border: 0$Failed$Failed;$Failed=$Failed $Failedn$Failedi$Failedn$Failedp $Failedd$Faile$Failed
ailed > -----$Failed------
⚫
td$Failed; padding: 0em"><nowiki>PD[TorusKnot[3, 2]]</now$Failededp$Failed $Failedo$F$Failedd,$Faileds$Failedi$Failed<$Failedo$Failede$Failedk$Failedi$Failedp$Failedde[-2, 3, -1, 2, -3, 1]</nowiki></pre></td></$Failedolor: bl$$Failed/$Failedrd$Failedo$Faed > $Failea$Failed<$Failedd$Failed $Failedn0rpadding:0<$Failed3$Failedr$Failed: $Failed&nbsp;&nbsp;</now$Failed=borde $Failed - t
-($Failediled < $Fai
⚫
$Failed$Failedailedd$Failed>$Failede$Failed $Failede$Failed 0px; padding: 0em"><nowiki>In[8]:=</nowiki></pre></td><t$Failedadding: 0$Failedlede$Failedm$Failed&$Failedr$Failed<$Failed>$Failed<$FailedK$Failedt$Failede$Failed $Failednowiki>Out[9]=&nbsp;&nbsp;&nbsp;</nowiki></pre></td><td><pre style="color: $Failedi>{3, 2}</nowiki>$Failedo$Failedrpaddin $Failed/$Failed:$Failede$Failedt$Failedd$Failed>$Failedd$Failedt$Failedcpadding0$Failed"8ding: 0em"><nowiki>Select[AllK$Failed1/q) === Jones[#]$Failedr$Failedp$Failed:$Failedo$Failed>$Failedl$Failedn$Failedl$Failede$Failede$Failedr$Failedd$Failedl$Failed1$Failedi></pre></td><td><pre style="color: black; border: 0px; padding: 0em"><nowiki> 2 4 6 8 12 14
q + q + 2 q + q - q - q</nowiki></pre></td></tr>
q + q + 2 q + q - q - q</nowiki></pre></td></tr>
<tr valign=top><td><pre style="color: blue; border: 0px; padding: 0em"><nowiki>In[13]:=</nowiki></pre></td><td><pre style="color: red; border: 0px; padding: 0em"><nowiki>Kauffman[TorusKnot[3, 2]][a, z]</nowiki></pre></td></tr>
<tr valign=top><td><pre style="color: blue; border: 0px; padding: 0em"><nowiki>In[13]:=</nowiki></pre></td><td><pre style="color: red; border: 0px; padding: 0em"><nowiki>Kauffman[TorusKnot[3, 2]][a, z]</nowiki></pre></td></tr>
Line 32: Line 30:
<tr valign=top><td><pre style="color: blue; border: 0px; padding: 0em"><nowiki>Out[15]=&nbsp;&nbsp;&nbsp;</nowiki></pre></td><td><pre style="color: black; border: 0px; padding: 0em"><nowiki> 3 5 2 9 3
<tr valign=top><td><pre style="color: blue; border: 0px; padding: 0em"><nowiki>Out[15]=&nbsp;&nbsp;&nbsp;</nowiki></pre></td><td><pre style="color: black; border: 0px; padding: 0em"><nowiki> 3 5 2 9 3
q + q + q t + q t</nowiki></pre></td></tr>
q + q + q t + q t</nowiki></pre></td></tr>
</table></math>
</table>

Revision as of 19:33, 26 August 2005


Retrieved from "https://katlas.org/index.php?title=T(7,3)&oldid=1901"