About: Homotopy group with coefficients

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In topology, a branch of mathematics, for , the i-th homotopy group with coefficients in an abelian group G of a based space X is the pointed set of homotopy classes of based maps from the Moore space of type to X, and is denoted by . For , is a group. The groups are the usual homotopy groups of X.

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  • In topology, a branch of mathematics, for , the i-th homotopy group with coefficients in an abelian group G of a based space X is the pointed set of homotopy classes of based maps from the Moore space of type to X, and is denoted by . For , is a group. The groups are the usual homotopy groups of X. (en)
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  • In topology, a branch of mathematics, for , the i-th homotopy group with coefficients in an abelian group G of a based space X is the pointed set of homotopy classes of based maps from the Moore space of type to X, and is denoted by . For , is a group. The groups are the usual homotopy groups of X. (en)
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  • Homotopy group with coefficients (en)
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