We investigate the existence of solutions with initial datum U_0 in L^3. Our main goal is to establish the existence interval (0, T), uniquely considering the size ||U_0||_3 and the absolute continuity of |U_0(x)|^3
A new proof of existence in the L^3-setting of solutions to the Navier–Stokes Cauchy problem
F. Crispo;P. Maremonti
2022
Abstract
We investigate the existence of solutions with initial datum U_0 in L^3. Our main goal is to establish the existence interval (0, T), uniquely considering the size ||U_0||_3 and the absolute continuity of |U_0(x)|^3File in questo prodotto:
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