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Pontryagin classes of locally symmetric manifolds
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Pontryagin classes of locally symmetric manifolds
classification
math.GT
math.ATmath.RT
keywords
locallypontryaginsymmetricclassesanswerclassclosedcompute
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In this note we compute low degree rational Pontryagin classes for every closed locally symmetric manifold of noncompact type. In particular, we answer the question: Which locally symmetric M have at least one nonzero Pontryagin class?
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