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Surjective extension
of the reduction operator
Moses Glasner and Mitsuru Nakai |
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Vol. 104 (1983), No. 2, 361–369
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Abstract |
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In this paper it is shown that there exists a Riemann surface R and a nonnegative 2-form P on R such that the space of energy finite solutions of d∗du = uP on R is properly contained in the space of Dirichlet finite solutions yet the subspaces of bounded functions in these two spaces coincide. |
Mathematical Subject Classification 2000
Primary: 30F15
Secondary: 31C12, 58A10
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Milestones
Received: 16 April 1981
Published: 1 February 1983
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Authors |
| Moses Glasner | |
| Mitsuru Nakai | |
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