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In topology, a branch of mathematics, an excisive triad is a triple ${\displaystyle (X;A,B)}$ of topological spaces such that A, B are subspaces of X and X is the union of the interior of A and the interior of B. Note B is not required to be a subspace of A.

See also

• Homotopy excision theorem

Notes

1. May 2019, Ch 10. Section 7.

References

• May, J. Peter (2019). A concise course in algebraic topology. ISBN 978-7-5192-6659-2. OCLC 1200780491.
• Munkres, James; Topology, Prentice Hall; 2nd edition (December 28, 1999). ISBN 0-13-181629-2.

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