Resultats de la cerca - Dimca, Alexandru

On the Castelnuovo-Mumford regularity of curve arrangements per Dimca, Alexandru

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Some remarks on plane curves related to freeness per Dimca, Alexandru

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On the module of derivations of a line arrangement per Dimca, Alexandru

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Koszul complexes and spectra of projective hypersurfaces with isolated singularities per Dimca, Alexandru, Saito, Morihiko

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On the birationality of the Hessian maps of quartic curves and cubic surfaces per Dimca, Alexandru, Sticlaru, Gabriel

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Maximizing curves viewed as free curves per Dimca, Alexandru, Pokora, Piotr

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Hunting for Miyaoka-Kobayashi curves per Dimca, Alexandru, Pokora, Piotr

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From Pascal's Theorem to the geometry of Ziegler's line arrangements per Dimca, Alexandru, Sticlaru, Gabriel

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Curves with Jacobian syzygies of the same degree per Dimca, Alexandru, Sticlaru, Gabriel

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Plus-one generated curves, Briançon-type polynomials and eigenscheme ideals per Dimca, Alexandru, Sticlaru, Gabriel

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Bourbaki modules and the module of Jacobian derivations of projective hypersurfaces per Dimca, Alexandru, Sticlaru, Gabriel

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On the Jacobian syzygies for generic toric models per Dimca, Alexandru, Sticlaru, Gabriel

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A minimal resolution for the Jacobian ideal of a generic curve arrangement per Dimca, Alexandru, Sticlaru, Gabriel

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On type three complex plane curves per Dimca, Alexandru, Sticlaru, Gabriel

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Graded Betti numbers of the Jacobian algebra and total Tjurina numbers of plane curves per Dimca, Alexandru, Sticlaru, Gabriel

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Graded Betti numbers of the Jacobian algebra of surfaces in $\mathbb P^3$ per Dimca, Alexandru, Sticlaru, Gabriel

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On the degree of the singular subscheme of hypersurfaces in ${\mathbb P}^n$ per Dimca, Alexandru, Sticlaru, Gabriel

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On the Jacobian algebras of Ziegler pairs of plane arrangements per Dimca, Alexandru, Pokora, Piotr

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On the Alexander polynomials of conic-line arrangements per Dimca, Alexandru, Pokora, Piotr, Sticlaru, Gabriel

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A new hierarchy for complex plane curves per Abe, Takuro, Dimca, Alexandru, Pokora, Piotr

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