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On June 21, 2020, the number of citations for the 10th most cited author with the label "algebraic geometry" was 10,156 vs 166,049 for the 10th most cited author with the label "statistics" (arXiv:2008.13244).

Mathematical Reviews (since 2000) Requires authentication.

Note that neither Mathematical Reviews nor MR lookup lists any of the following of my papers (5 papers, 228 pages). If MR is going to pretend to provide my bibliography and citation list, it has a responsibility to get them right.

J.S. Milne, Etude d'une class d'isogénie. In Variétiés de Shimura et Fonctions L, Publications Mathématiques de l'Université Paris VII (1979), 73-81.

@INCOLLECTION{milne1979,
  author={Milne, James S.},
  title={Etude d'une class d'isog\'enie},
  booktitle={Vari\'et\'es de {S}himura et fonctions {$L$}},
  publisher={Universit\'e de Paris VII U.E.R. de Math\'ematiques},
  year={1979},
  volume={6},
  series={Publications Math\'ematiques de l'Universit\'e Paris VII},
  pages={73--81},
  address={Paris},
  note={Translation available at jmilne.org}
}

P. Deligne and J. Milne, Tannakian categories. In Deligne, Pierre; Milne, James S.; Ogus, Arthur; Shih, Kuang-yen. Hodge cycles, motives, and Shimura varieties. Lecture Notes in Mathematics, 900, pages 101-228. Springer-Verlag, Berlin-New York, 1982.

@incollection{DM1982,
    AUTHOR = {Deligne, Pierre and Milne, James S.},
     TITLE = {Tannakian categories},
 BOOKTITLE = {Hodge cycles, motives, and {S}himura varieties},
    SERIES = {Lecture Notes in Mathematics},
    VOLUME = {900},
 PUBLISHER = {Springer-Verlag, Berlin-New York},
      YEAR = {1982},
     PAGES = {101--228}
}

J. Milne and K.-y. Shih, Langlands's construction of the Taniyama group. In Deligne, Pierre; Milne, James S.; Ogus, Arthur; Shih, Kuang-yen. Hodge cycles, motives, and Shimura varieties. Lecture Notes in Mathematics, 900, pages 229--260. Springer-Verlag, Berlin-New York, 1982.

@incollection{MS1982a,
    AUTHOR = {Milne, James S. and Shih, Kuang-yen},
     TITLE = {Langlands's construction of the {T}aniyama group},
 BOOKTITLE = {Hodge cycles, motives, and {S}himura varieties},
    SERIES = {Lecture Notes in Mathematics},
    VOLUME = {900},
 PUBLISHER = {Springer-Verlag, Berlin-New York},
      YEAR = {1982},
     PAGES = {229--260}
}

J. Milne and K.-y. Shih, Conjugates of Shimura varieties. In Deligne, Pierre; Milne, James S.; Ogus, Arthur; Shih, Kuang-yen. Hodge cycles, motives, and Shimura varieties. Lecture Notes in Mathematics, 900, pages 280--356. Springer-Verlag, Berlin-New York, 1982.

@incollection{MS1982b,
    AUTHOR = {Milne, James S. and Shih, Kuang-yen},
     TITLE = {Conjugates of {S}himura varieties},
 BOOKTITLE = {Hodge cycles, motives, and {S}himura varieties},
    SERIES = {Lecture Notes in Mathematics},
    VOLUME = {900},
 PUBLISHER = {Springer-Verlag, Berlin-New York},
      YEAR = {1982},
     PAGES = {280-356}
}

J.S. Milne. The Work of John Tate. In Helge Holden and Ragni Piene, editors, The Abel Prize 2008--2012, pages 259--340. Springer, Heidelberg, 2014.

@incollection{milne2014,
   AUTHOR = {Milne, J.S.},
    TITLE = {The {W}ork of {J}ohn {T}ate},
BOOKTITLE = {The {A}bel {P}rize 2008--2012},
   EDITOR = {Holden, Helge and Piene, Ragni},
PUBLISHER = {Springer, Heidelberg},
     YEAR = {2014},
    PAGES = {259--340}
}