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Mayer–Vietoris sequence

Mayer–Vietoris sequence

Algebraic tool for computing topological spaces' invariants.

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Readers' pathsAug 2026 – Oct 2026

Readers go next to

Share of the 836 clicks on its links

  1. Leopold Vietoris

    Austrian topologist.

    24%

  2. Walther Mayer

    Austrian mathematician.

    18%

  3. Exact sequence

    Sequence of homomorphisms such that each kernel equals the preceding image.

    10%

  4. Čech cohomology

    Theory in algebraic topology.

    3.7%

  5. Cohomology

    Algebraic structure used in topology.

    2.8%

  6. Spectral sequence

    Tool in homological algebra.

    1.4%

  7. De Rham cohomology

    Cohomology with real coefficients computed using differential forms.

    1.2%

Readers come from

Share of the 749 readers arriving from another article

  1. Leopold Vietoris

    Austrian topologist.

    16%

  2. Jordan curve theorem

    Theorem in topology.

    10%

  3. Walther Mayer

    Austrian mathematician.

    9.7%

  4. De Rham cohomology

    Cohomology with real coefficients computed using differential forms.

    8.4%

  5. Exact sequence

    Sequence of homomorphisms such that each kernel equals the preceding image.

    6.7%

  6. Barycentric subdivision

    Method for dividing a simplicial complex.

    5.2%

  7. Cohomology

    Algebraic structure used in topology.

    2.4%