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15
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18
10:00 -- 11:00
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11:30 -- 12:30
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14:00 -- 15:00
S. J. Kim
15:30 -- 16:30

12 / 15

S. J. Kim :On the number of rational points on a plane curve over a finite field

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’·’Jė •”Ž: A new tower of function fields related to elliptic modular curves

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12 / 16

tˆäŠx: On a numerical bound for canonical varieties

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M.Coppens: Smooth plane curves with total inflection points and some generalizations to star points on smooth hypersurfaces

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G.Martens: On very ample linear series

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Žðˆä•ķ—Y: Geometry of Weierstrass points for 2-parameter families of plane curves

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12 / 17

–kė^–į:Canonical models of pencils of genus two curves on rational surfaces

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‘å‰Y@Šw: The theta map and Siegel modular forms

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C.Carvalho: Weierstrass sets: properties and an application

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“ߐ{O˜a: Obstructions to deforming space curves and a remark to a conjecture of Kleppe

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12 / 18

“n•Ó ‹†: On projective varieties with group actions

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[āV@’m: Classification of plane curves with infinitely many Galois points

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“ï”g@―: An analogy of Gauss' lemniscate functions

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A.Garcia: On maximal curves and Cartier operators

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