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Published online by Cambridge University Press: 28 October 2019
In this chapter we introduce the notion of anonholomonic tangent space, which can be regarded asthe “principal part” of the structure defined on amanifold by the distribution in a neighborhood of apoint. We give an intrinsic construction through thetheory of jets of curves and the notion of smoothadmissible variation. Also, we discuss the Ball–Boxtheorem, and a classification of nonholonomictangent spaces in low dimensions.
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