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Amalgams Determined By Locally Projective Actions
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- Nagoya Mathematical Journal / Volume 176 / 2004
- Published online by Cambridge University Press:
- 22 January 2016, pp. 19-98
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- 2004
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2 - General features
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 19-42
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Index
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 285-286
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Concluding Remarks
- from Part II - Amalgams
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 269-270
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7 - Large sporadics
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 128-160
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Part I - Representations
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 17-18
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11 - Amalgams for P-geometries
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 215-241
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10 - Shapes of amalgams
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 198-214
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Part II - Amalgams
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- Geometry of Sporadic Groups
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- 06 July 2010
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- 14 March 2002, pp 161-162
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4 - Mathieu groups and Held group
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 76-92
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5 - Conway groups
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 93-110
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6 - Involution geometries
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 111-127
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References
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 278-284
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1 - Preliminaries
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 1-16
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13 - Further developments
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 271-277
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Geometry of Sporadic Groups
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- 14 March 2002
12 - Amalgams for T-geometries
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 242-268
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Preface
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- Geometry of Sporadic Groups
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- 14 March 2002, pp ix-xviii
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Contents
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- Geometry of Sporadic Groups
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- 14 March 2002, pp v-viii
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9 - Action on the derived graph
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- Geometry of Sporadic Groups
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- 14 March 2002, pp 180-197
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