Atiyah–Singer index theorem (Q6482648)

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theorem that the difference between the dimensions of the kernel and cokernel of a differential operator on a manifold is the integral of a characteristic class
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Atiyah–Singer index theorem
theorem that the difference between the dimensions of the kernel and cokernel of a differential operator on a manifold is the integral of a characteristic class

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    /m/01v_mw
    1 reference
    Atiyah-Singer index theorem
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    Atiyah-SingerIndexTheorem
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    Atiyah-SingerIndexTheorem
    Atiyah-Singer Index Theorem
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    197617374
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    mathematics/atiyah-singer-index-theorem
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    Atiyah-Singers_indekssætning
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