Proves uniform a priori bounds and a new pointwise description for bounded-energy blowing-up solutions of critical polyharmonic equations in high dimensions via asymptotic analysis.
Least-energy solutions for the B r\'ezis- N irenberg problem in the non-coercive case in dimension 3
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A priori bounds for energy-bounded solutions of critical polyharmonic equations
Proves uniform a priori bounds and a new pointwise description for bounded-energy blowing-up solutions of critical polyharmonic equations in high dimensions via asymptotic analysis.