View source for Template:Vassiliev Invariants

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===[[Finite Type (Vassiliev) Invariants|Vassiliev invariants]]===
{|
|-
|'''V<sub>2</sub> and V<sub>3</sub>''': 
|style="padding-left: 1em;" | ({{Data:{{PAGENAME}}/V_2}}, {{Data:{{PAGENAME}}/V_3}})
|}
{|
|-
|'''V<sub>2,1</sub> through V<sub>6,9</sub>''': 
|style="padding-left: 1em;" |
{| border=1 cellspacing=0 cellpadding=1
|- align=center
|V<sub>2,1</sub>
|V<sub>3,1</sub>
|V<sub>4,1</sub>
|V<sub>4,2</sub>
|V<sub>4,3</sub>
|V<sub>5,1</sub>
|V<sub>5,2</sub>
|V<sub>5,3</sub>
|V<sub>5,4</sub>
|V<sub>6,1</sub>
|V<sub>6,2</sub>
|V<sub>6,3</sub>
|V<sub>6,4</sub>
|V<sub>6,5</sub>
|V<sub>6,6</sub>
|V<sub>6,7</sub>
|V<sub>6,8</sub>
|V<sub>6,9</sub>
|- align=center
|{{Data:{{PAGENAME}}/V_2,1}}
|{{Data:{{PAGENAME}}/V_3,1}}
|{{Data:{{PAGENAME}}/V_4,1}}
|{{Data:{{PAGENAME}}/V_4,2}}
|{{Data:{{PAGENAME}}/V_4,3}}
|{{Data:{{PAGENAME}}/V_5,1}}
|{{Data:{{PAGENAME}}/V_5,2}}
|{{Data:{{PAGENAME}}/V_5,3}}
|{{Data:{{PAGENAME}}/V_5,4}}
|{{Data:{{PAGENAME}}/V_6,1}}
|{{Data:{{PAGENAME}}/V_6,2}}
|{{Data:{{PAGENAME}}/V_6,3}}
|{{Data:{{PAGENAME}}/V_6,4}}
|{{Data:{{PAGENAME}}/V_6,5}}
|{{Data:{{PAGENAME}}/V_6,6}}
|{{Data:{{PAGENAME}}/V_6,7}}
|{{Data:{{PAGENAME}}/V_6,8}}
|{{Data:{{PAGENAME}}/V_6,9}}
|}
|}
V<sub>2,1</sub> through V<sub>6,9</sub> were provided by Petr Dunin-Barkowski <barkovs@itep.ru>, Andrey Smirnov <asmirnov@itep.ru>, and Alexei Sleptsov <sleptsov@itep.ru> and [http://katlas.math.toronto.edu/drorbn/AcademicPensieve/2010-10 uploaded] on October 2010 by [[User:Drorbn]]. Note that they are normalized differently than V<sub>2</sub> and V<sub>3</sub>.
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