The set of jets from $(M,a)$ to $(M',a')$ is the quotient set of the set of maps $f:M\to M'$ which are locally Lipschitz? at $a$ and satisfy $f(a)=a'$ by the equivalence relation of tangency at $a$.

References

Elisabeth Burroni? and Jacques Penon, “A metric tangential calculus”, TAC.

Last revised on July 25, 2013 at 22:50:11.
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