
TL;DR
This paper presents a method to compute the expected length of Terracini schemes for curves, providing a closed formula for ^4 and discussing higher-dimensional cases.
Contribution
It introduces a way to compute the expected length of Terracini schemes for curves and offers a closed formula for ^4, addressing higher-dimensional varieties.
Findings
Closed formula for curves in ^4
Method to compute expected length of Terracini schemes
Discussion on higher-dimensional varieties
Abstract
In this note we outline a way of computing the expected lenght of the Terracini scheme of a curve, when this scheme is expected to be finite and we give a closed formula for curves in . We also discuss the widely open case of varieties of higher dimension.
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Taxonomy
TopicsItaly: Economic History and Contemporary Issues · African history and culture studies · Diffusion and Search Dynamics
