HIGHLIGHTS
- who: Optimal rearrangement problem from the (UNIVERSITY) have published the Article: Adv. Nonlinear Anal. 2020; 9: 1592-1606, in the Journal: (JOURNAL)
- what: The authors show existence and uniqueness of a solution to the fractional rearrangement optimization problem and show that if f̂ is the solution and û=u f̂, then 0 ≤ û ≤ α for some α > 0 and, moreover, Û=α - û is the unique solution to the normalized fractional obstacle problem χ{U>0} ≤ -(-∆)s U ≤ χ{U≥0} in D U=α in D c.
SUMMARY
There exists a unique solution f̂ ∈ Rβ of . . .
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