Data:L10n98/Integral Khovanov Homology: Difference between revisions

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Line 18: Line 18:
|<math>r=-4</math>
|<math>r=-4</math>
|
|
|bgcolor=yellow|<math>{\mathbb Z}^4</math>
|bgcolor=yellow|<math>{\mathbb Z}^{4}</math>
|bgcolor=yellow|<math>{\mathbb Z}^3</math>
|bgcolor=yellow|<math>{\mathbb Z}^{3}</math>
|- align=center
|- align=center
|<math>r=-3</math>
|<math>r=-3</math>
Line 28: Line 28:
|<math>r=-2</math>
|<math>r=-2</math>
|
|
|bgcolor=yellow|<math>{\mathbb Z}^4\oplus{\mathbb Z}_2</math>
|bgcolor=yellow|<math>{\mathbb Z}^{4}\oplus{\mathbb Z}_2</math>
|bgcolor=yellow|<math>{\mathbb Z}^2</math>
|bgcolor=yellow|<math>{\mathbb Z}^{2}</math>
|- align=center
|- align=center
|<math>r=-1</math>
|<math>r=-1</math>
|
|
|bgcolor=yellow|<math>{\mathbb Z}\oplus{\mathbb Z}_2^3</math>
|bgcolor=yellow|<math>{\mathbb Z}\oplus{\mathbb Z}_2^{3}</math>
|bgcolor=yellow|<math>{\mathbb Z}^3</math>
|bgcolor=yellow|<math>{\mathbb Z}^{3}</math>
|- align=center
|- align=center
|<math>r=0</math>
|<math>r=0</math>
|<math>{\mathbb Z}</math>
|<math>{\mathbb Z}</math>
|bgcolor=yellow|<math>{\mathbb Z}^4\oplus{\mathbb Z}_2</math>
|bgcolor=yellow|<math>{\mathbb Z}^{4}\oplus{\mathbb Z}_2</math>
|bgcolor=yellow|<math>{\mathbb Z}</math>
|bgcolor=yellow|<math>{\mathbb Z}</math>
|- align=center
|- align=center
|<math>r=1</math>
|<math>r=1</math>
|
|
|bgcolor=yellow|<math>{\mathbb Z}_2^3</math>
|bgcolor=yellow|<math>{\mathbb Z}_2^{3}</math>
|bgcolor=yellow|<math>{\mathbb Z}^3</math>
|bgcolor=yellow|<math>{\mathbb Z}^{3}</math>
|- align=center
|- align=center
|<math>r=2</math>
|<math>r=2</math>
|<math>{\mathbb Z}</math>
|<math>{\mathbb Z}</math>
|bgcolor=yellow|<math>{\mathbb Z}^3</math>
|bgcolor=yellow|<math>{\mathbb Z}^{3}</math>
|bgcolor=yellow|<math>{\mathbb Z}^2</math>
|bgcolor=yellow|<math>{\mathbb Z}^{2}</math>
|}
|}

Latest revision as of 08:37, 27 June 2006

Failed to parse (SVG (MathML can be enabled via browser plugin): Invalid response ("Math extension cannot connect to Restbase.") from server "https://wikimedia.org/api/rest_v1/":): {\displaystyle {\mathbb Z}^{2}}