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학술저널

TOPOLOGICAL METHOD DOES NOT WORK FOR FRANKEL-MCDUFF CONJECTURE

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In dealing with transformation group, topological ap-proach is very natural. But, it is not su±cient to investigate geo- metric properties of transformation group and we need geometric method. Frankel-McDu?? Conjecture is very interesting in the point that it shows struggling between topological method and geometric method. In this paper, the author suggest generalized Frankel-McDu?? conjecture as a topological version of the conjecture and construct a counterexample for the generalized version, and from this we assert that topological method does not work for Frankel- McDu?? Conjecture.

1. Frankel-McDu?? Conjecture and its generalization

2. Counterexample

3. Concluding remarks

References

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