Pages that link to "Item:Q4902602"

The following pages link to A Note on Brill–Noether Theory and Rank-Determining Sets for Metric Graphs (Q4902602):

Displaying 25 items.

• A metric graph satisfying \(w_4^1 = 1\) that cannot be lifted to a curve satisfying \(\dim (W_4^1 ) = 1\) (Q317821) (← links)
• A tropical proof of the Brill-Noether theorem (Q424570) (← links)
• The Brill-Noether rank of a tropical curve (Q472637) (← links)
• Rank-determining sets of metric graphs (Q543908) (← links)
• Free divisors on metric graphs (Q740054) (← links)
• Specialization of linear systems from curves to graphs (with an appendix by Brian Conrad) (Q1005880) (← links)
• Chip-firing on trees of loops (Q1700782) (← links)
• Tropical hyperelliptic curves (Q1935379) (← links)
• A note on Brill-Noether existence for graphs of low genus (Q1990493) (← links)
• Brill-Noether existence on graphs via \(\mathbb{R}\)-divisors, polytopes and lattices (Q2071744) (← links)
• A Lefschetz hyperplane theorem for non-Archimedean Jacobians (Q2163305) (← links)
• Effective divisor classes on metric graphs (Q2172484) (← links)
• Catalan-many tropical morphisms to trees. Part I: Constructions (Q2229737) (← links)
• Brill-Noether theory of maximally symmetric graphs (Q2255806) (← links)
• Limit linear series and the Amini-Baker construction (Q2272951) (← links)
• Linear series on metrized complexes of algebraic curves (Q2354320) (← links)
• Special divisors on marked chains of cycles (Q2397105) (← links)
• The locus of Brill-Noether general graphs is not dense (Q2520534) (← links)
• Degeneration of Linear Series from the Tropical Point of View and Applications (Q2833350) (← links)
• Algebraic and combinatorial Brill-Noether theory (Q2895541) (← links)
• HYPERELLIPTIC GRAPHS AND METRIZED COMPLEXES (Q4635496) (← links)
• Gonality Sequences of Graphs (Q4986811) (← links)
• Kirchhoff’s theorem for Prym varieties (Q5072195) (← links)
• Chip-Firing Games and Critical Groups (Q5118415) (← links)
• Tautological cycles on tropical Jacobians (Q6042786) (← links)