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math.AG2016
Tangent bundle of $\PP^2$ and morphism from $\PP^2$ to $\text{Gr}(2, \CC^{4})$
A. El Mazouni, D. S. Nagaraj
In this note we study the image of $\PP^2$ in $\text{Gr}(2, \CC^{4})$ given by tangent bundle of $\PP^2. $ We show that there is component of the Hibert scheme of sur…
math.AG2016
Projections of Veronese surface and Morphisms from projective plane to Grassmannian
A. El Mazouni, F. Laytimi, D. S. Nagaraj
In this note we describe the image of $\PP^2$ in $ Gr(2, \CC^{4})$ under a morphism given by a rank two vector bundle on $\PP^2$ with Chern classes
math.AG2016
Fourier-Mukai transform of vector bundles on surfaces to Hilbert scheme
Indranil Biswas, D. S. Nagaraj
Let be an irreducible smooth projective surface defined over an algebraically closed field . For a positive integer , let be the Hilbert scheme parametr…