Add to ORKGWe give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation characterizes Jacobians among all indecomposable principally polarized abelian varieties
In this paper we prove a conjecture of Hershel Farkas [11] that if a 4-dimensional principally polar...
In this paper we deal with a degenerate version of the trisecant conjecture Let $ [X,\Theta] $ be an...
To a compact Riemann surface of genus g can be assigned a principally polarized abelian variety (PPA...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
The Castelnuovo-Schottky theorem of Pareschi-Popa characterizes Jacobians, among indecomposable prin...
By IGOR KRICHEVER We prove Welters ’ trisecant conjecture: an indecomposable principally polar-ized ...
We show that a smooth projective curve of genus $g$ can be reconstructed from its polarized Jacobian...
In this paper we prove a conjecture of Hershel Farkas [11] that if a 4-dimensional principally polar...
In this paper we deal with a degenerate version of the trisecant conjecture Let $ [X,\Theta] $ be an...
To a compact Riemann surface of genus g can be assigned a principally polarized abelian variety (PPA...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give a new proof of Shiota’s theoremon Novikov’s conjecture, which states that the K.P. equation...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
We give completely algebro-geometric proofs of a theorem by T. Shiota, and of a theorem by I. Kriche...
The Castelnuovo-Schottky theorem of Pareschi-Popa characterizes Jacobians, among indecomposable prin...
By IGOR KRICHEVER We prove Welters ’ trisecant conjecture: an indecomposable principally polar-ized ...
We show that a smooth projective curve of genus $g$ can be reconstructed from its polarized Jacobian...
In this paper we prove a conjecture of Hershel Farkas [11] that if a 4-dimensional principally polar...
In this paper we deal with a degenerate version of the trisecant conjecture Let $ [X,\Theta] $ be an...
To a compact Riemann surface of genus g can be assigned a principally polarized abelian variety (PPA...