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LOCATION:Online
DESCRIPTION:The Lavrentiev phenomenon is the difference between the minimums/minimizers of integral functionals when minimized over "wide" and "narrow" Sobolev spaces. In particular\, the "narrow" space can be understood as the closure of smooth function in the "wide" Sobolev space (the natural energy space of functions\, where the integral functional is finite)\, and in this case the Lavrentiev phenomenon happens when smooth functions are not dense in the "wide" Sobolev space.
DTSTART:20200915T180000Z
DTEND:20200915T210000Z
SUMMARY:Seminar “On Lavrentiev phenomenon”
URL;VALUE=URI:/media/events/seminar-on-lavrentiev-phenomenon/
DTSTAMP:20260506T170937Z
UID:69fb4ba182d9e
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