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A note on the birational geometry of tropical line bundles
, 2015 Given a closed subvariety Y of a n-dimensional torus, we study how the tropical line bundles of Trop(Y) can be induced by line bundles living on a tropical compactification of Y in a toric variety, following the construction of Jenia Tevelev.
Novelli, Carla, Urbinati, Stefano
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Tropical Ehrhart theory and tropical volume. [PDF]
Res Math Sci, 2020 Loho G, Schymura M.
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Is treatment-resistant depression a useful concept? [PDF]
Evid Based Ment Health, 2016 Malhi GS, Byrow Y.
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Relative rounding in toric and logarithmic geometry
, 2010 Chikara Nakayama, A. Ogus
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Tropical refined curve counting from higher genera and lambda classes. [PDF]
Invent Math, 2019 Bousseau P.
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Solar Energetic Particle Forecasting Algorithms and Associated False Alarms. [PDF]
Sol Phys, 2017 Swalwell B, Dalla S, Walsh RW.
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, 2011
Tropicalizations form a bridge between algebraic and convex geometry. We generalize basic results from tropical geometry which are well-known for special ground elds to arbitrary non-archimedean valued elds.
Walter Gubler
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Tropicalizations form a bridge between algebraic and convex geometry. We generalize basic results from tropical geometry which are well-known for special ground elds to arbitrary non-archimedean valued elds.
Walter Gubler
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Okounkov Bodies and Applications
, 2014M. Harada, Kiumars Kaveh, A. Khovanskii
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