Ermal Feleqi

activity

20172025

most citedIntegral representation for bracket-generating multi-flows

7 citations · 7 across the 4 of their papers we have counts for

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math.DS2025

An $L^{\infty}$ Rashevskii-Chow Theorem

Ermal Feleqi, Rohit Gupta, Franco Rampazzo

Consider a finite family ${f_{1}, \dots, f_{ν}}$ of $C^{\infty}$ vector fields on a $n$ -dimensional ( $n \in N$ ), smooth manifold $M$ . The celebrated Rashevskii-Chow theo…

math.DS2017★ 7 cited

Integral representation for bracket-generating multi-flows

Ermal Feleqi, Franco Rampazzo

If $f_{1}, f_{2}$ are smooth vector fields on an open subset of an Euclidean space and $[f_{1}, f_{2}]$ is their Lie bracket, the asymptotic formula $$Ψ_{[f_1,f_2]}(t_1,t_2)(x) - x =t_1t_2 […

An L∞ Rashevskii-Chow Theorem

Integral representation for bracket-generating multi-flows

An $L^{\infty}$ Rashevskii-Chow Theorem