Maximal Cohen--Macaulay modules over hypersurface rings.
Maximal Mordell-Weil lattices of fibred surfaces with
Maximal Orders of global dimension and Krull dimension two.
Maximal rationally connected fibrations and movable curves
A well known result of Miyaoka asserts that a complex projective manifold is uniruled if its cotangent bundle restricted to a general complete intersection curve is not nef. Using the Harder-Narasimhan filtration of the tangent bundle, it can moreover be shown that the choice of such a curve gives rise to a rationally connected foliation of the manifold. In this note we show that, conversely, a movable curve can be found so that the maximal rationally connected fibration of the manifold may be recovered...
Mémoire sur une transformation géométrique et sur la surface des ondes.
Méthodes et résultats effectifs en géométrie algébrique
Métriques d'Einstein-Kähler sur les variétés de Fano : obstructions et existence
Minimal models and the Kodaira dimension of algebraic fiber spaces.
Minimal models of algebraic threefolds : Mori's program
Minimal models of foliated algebraic surfaces
Minimal resolution of general stable rank-2 vector bundles on
We study general elements of moduli spaces of rank-2 stable holomorphic vector bundles on and their minimal free resolutions. Incidentally, a quite easy proof of the irreducibility of is shown.
Minimal sections of conic bundles
Sia un fibrato in coniche standard con curva discriminante di grado . La varietà delle sezioni minime delle superfici , dove è una curva di grado , si spezza in due componenti e . Si prova che, mediante la mappa di Abel-Jacobi , una di queste componenti domina la Jacobiana intermedia , mentre l'altra domina il divisore theta . Questi risultati vengono applicati ad alcuni threefold di Fano birazionalmente equivalenti a un fibrato in coniche. In particolare si prova che il generico...
Minimal Surface in the 4-Quadric
Mirror symmetry and Arnold's duality.
Mirror symmetry and toric geometry.
Mirror symmetry for concavex vector bundles on projective spaces.
Mirror symmetry in dimension 3
Mixed Automorphic Forms and Invariants of Elliptic Surfaces.
Miyanishi's characterization of the affine 3-space does not hold in higher dimensions
We present an example which confirms the assertion of the title.
Modèle projectif régulier et désingularisation.