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• The singular homology groups of a 1-point space are all trivial except the zeroth which is isomorphic to the integers
  {{Stub page|grade=A*|msg=Link to stuff, like the singular homology groups or group. Make this embedded in the wiki}} ...a point, {{M|x_0}}, and let {{M|X:\eq\{x\} }}, then we claim the singular homology groups of {{M|X}} are as follows{{rHTJWV}}:
  3 KB (550 words) - 18:10, 12 February 2017

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• Notes:Chain complex of modules
  ===Homology module=== ...M|\mathcal{C} }} be a chain complex of modules. The {{M|n}}^th ''homology module'' of {{M|\mathcal{C} }} is:
  3 KB (440 words) - 17:15, 20 October 2016
• The singular homology groups of a 1-point space are all trivial except the zeroth which is isomorphic to the integers
  {{Stub page|grade=A*|msg=Link to stuff, like the singular homology groups or group. Make this embedded in the wiki}} ...a point, {{M|x_0}}, and let {{M|X:\eq\{x\} }}, then we claim the singular homology groups of {{M|X}} are as follows{{rHTJWV}}:
  3 KB (550 words) - 18:10, 12 February 2017
• Convex hull
  ...vex Optimisation|Functional Analysis|Analysis|Simplicial Homology|Singular Homology}}
  822 B (134 words) - 15:54, 12 February 2017
• Exercises:Saul - Algebraic Topology - 7/Exercise 7.6
  # Compute the singular homology groups of {{M|T^2:\eq\mathbb{S}^1\times\mathbb{S}^1}} and of {{M|X:\eq\math </div>The homology groups of the {{M|2}}-torus have been computed in previous assignments, the
  10 KB (1,664 words) - 12:43, 1 March 2017