Boundedness for surfaces in weighted projective 4-spaces.
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In this paper we consider bounds on the degree of a quasismooth non-general type surface in weighted projective 4-space. We show that such a bound in terms of the weights exists, and compute an explicit bound in simple cases.
|Creators||Rammea, L.and Sankaran, G.|
|Departments||Faculty of Science > Mathematical Sciences|
|Publisher Statement||degrees.pdf: First published in Proceedings of the American Mathematical Society (2011), 139 (10), pp. 3393-3403, published by the American Mathematical Society|
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