274110
Suppose K is finitely generated over its prime field ( e.g. a finite field , an algebraic number field , a global function field ) , of characteristic different from p , and A and B are two abelian varieties over K. The Tate conjecture then predicts that where HomK ( A , B ) is the group of morphisms of abelian varieties from A to B , and the right-hand side is the group of GK-linear maps from Tp ( A ) to Tp ( B ) .
 person: Tate
Given options, please tell me the categories of all the listed entity words.Output format is "type1: word1; type2: word2". 
Option: location, person, organization 
Text: {0} 
 Entities: Tate 
Answer:
 person: Tate