Pink, Richard
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5

Finding endomorphisms of Drinfeld modules:

Kuhn, Nikolas ; Pink, Richard
Journal of Number Theory.  232 (2022)  - p. 118-154 , 2022
 
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12

Frobenius conjugacy classes associated to $q$-linear polyno..:

Pink, Richard
Elemente der Mathematik.  68 (2013)  4 - p. 167-172 , 2013
 
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13

Adelic openness for Drinfeld modules in special characteris..:

Devic, Anna ; Pink, Richard
Journal of Number Theory.  132 (2012)  7 - p. 1583-1625 , 2012
 
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14

Compactification of Drinfeld modular varieties and Drinfeld..:

Pink, Richard
Manuscripta Mathematica.  140 (2012)  3-4 - p. 333-361 , 2012
 
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15

On the Adams–Riemann–Roch theorem in positive characteristi:

Pink, Richard ; Rössler, Damian
Mathematische Zeitschrift.  270 (2011)  3-4 - p. 1067-1076 , 2011
 
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