On the minimal free resolution of some projective curves |
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Authors: | Edoardo Ballico |
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Institution: | (1) Present address: Department of Mathematics, Università di Trento, 38050 Povo, TN, Italy |
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Abstract: | Summary
Here we study the minimal free resolution of non linearly normal embedded curves of high degree and the homogeneous ideal of general enough curves (for general k-gonal curves and, in a much under range, for curves with general moduli). Then we consider the surjectivity of the Gaussian maps (or «Wahl maps») for non complete linear systems. |
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