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Decomposition of Jacobians by Prym Varieties
Lecture Notes in Mathematics, 2022Herbert Lange, Rubí E. Rodríguez
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THE INTERMEDIATE JACOBIAN OF A THREE-DIMENSIONAL CONIC BUNDLE IS A PRYM VARIETY
Mathematics of the USSR-Sbornik, 1985The intermediate Jacobians play an essential role in birational geometry of algebraic 3-folds. A conic bundle \(p : X \to S\) is the first case of 3-folds with well-known geometry of its intermediate Jacobian [\textit{A. N. Tyurin}, Usp. Mat. Nauk 27, No.5 (167), 3-50 (1972; Zbl 0256.14019)].
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Algebraic Description of Jacobians Isogeneous to Certain Prym Varieties with Polarization (1,2)
Experimental Mathematics, 2018Victor Enolski
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Rational points on abelian varieties over function fields and Prym varieties
Archiv Der Mathematik, 2020Abolfazl Mohajer
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Prym varieties and moduli of polarized Nikulin surfaces
Advances in Mathematics, 2016Gavril Farkas
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Hyperelliptic Prym Varieties and Integrable Systems
Communications in Mathematical Physics, 2001Rui Loja Fernandes, Pol Vanhaecke
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A characterization of Prym varieties
International Mathematics Research Notices, 2006Igor M Krichever
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Prym–Tyurin varieties using self-products of groups
Journal of Algebra, 2009Angel Carocca +2 more
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