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|Topic3 = [[Discrete group]]s and [[Lattice (discrete subgroup)|lattices]]<br /> |
|Topic3 = [[Discrete group]]s and [[Lattice (discrete subgroup)|lattices]]<br /> |
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|Items3 = The [[integer]]s, '''Z'''<br /> [[Lattice (group)]]<br /> [[Modular group]]s, PSL(2,'''Z''') and SL(2,'''Z''')<br /> |
|Items3 = The [[integer]]s, '''Z'''<br /> [[Lattice (group)]]<br /> [[Modular group]]s, PSL(2,'''Z''') and SL(2,'''Z''')<br /> |
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|Topic4 = [[Topological group]]s and [[ |
|Topic4 = [[Topological group]]s and [[lie group]]s |
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|Items4 = [[Solenoid (mathematics)]]<br /> [[Circle group]]<br /> [[General linear group]] GL(n)<br /> [[Special linear group]] SL(n)<br /> [[Orthogonal group]] O(n)<br /> [[Special orthogonal group]] SO(n)<br /> [[Unitary group]] U(n)<br /> [[Special unitary group]] SU(n)<br /> [[Symplectic group]] Sp(n)<br /> |
|Items4 = [[Solenoid (mathematics)]]<br /> [[Circle group]]<br /> [[General linear group]] GL(n)<br /> [[Special linear group]] SL(n)<br /> [[Orthogonal group]] O(n)<br /> [[Special orthogonal group]] SO(n)<br /> [[Unitary group]] U(n)<br /> [[Special unitary group]] SU(n)<br /> [[Symplectic group]] Sp(n)<br /> |
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[[G2 (mathematics)|G<sub>2</sub>]] [[F4 (mathematics)|F<sub>4</sub>]] |
[[G2 (mathematics)|G<sub>2</sub>]] [[F4 (mathematics)|F<sub>4</sub>]] |