The authors establish pathwise non-uniqueness for stochastic incompressible Euler equations with a passive tracer in dimensions d >= 2 by constructing infinitely many global weak solutions to equivalent random PDEs using the Baire category method, extending prior deterministic results to arbitrary 0
Brzeźniak, U
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Non-uniqueness for the stochastic incompressible Euler equations with a passive tracer
The authors establish pathwise non-uniqueness for stochastic incompressible Euler equations with a passive tracer in dimensions d >= 2 by constructing infinitely many global weak solutions to equivalent random PDEs using the Baire category method, extending prior deterministic results to arbitrary 0