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zelda
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Convergence of ODE with uniform $L^\infty \cap L^1$ bound on nonlinearity
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Convergence of ODE with uniform $L^\infty \cap L^1$ bound on nonlinearity
@IosifPinelis No (otherwise it would be possible to use Ascoli to get strong convergence)
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Convergence of ODE with uniform $L^\infty \cap L^1$ bound on nonlinearity
@ChristianRemling Yes, of course
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Convergence of ODE with uniform $L^\infty \cap L^1$ bound on nonlinearity
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Convergence of ODE with uniform $L^\infty \cap L^1$ bound on nonlinearity
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Nash–Moser–De Giorgi differences
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Nash–Moser–De Giorgi differences
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