대한수학회보 (Bulletin of the Korean Mathematical Society)
- 제32권2호
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- Pages.211-214
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- 1995
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- 1015-8634(pISSN)
- /
- 2234-3016(eISSN)
A NONEXISTENCE THEOREM FOR STABLE EXPONENTIALLY HARMONIC MAPS
초록
Let M and N be compact Riemannian manifolds and $f : M \to N$ be a smooth map. Following J. Eells, f is exponentially harmonic if it represents a critical point of the exponential energy integral $$ E(f) = \int_{M} exp(\left\