Conference «Contemporary Mathematics and its applications» dedicated to the results of research supported by the Russian Science Foundation grant 14-50-00005 November 19, 2018
Finite groups of birational selfmaps K. A. Shramov
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Abstract:
I will tell about recent advances in the theory of birational automorphism groups of algebraic varieties. In particular, I will describe the results of a series of works by V. L. Popov, E. A. Yasinsky, and my joint works with Yu. G. Prokhorov regarding Jordan property for such groups.
Related articles: The Jordan constant for Cremona group of rank 2 Bull. Korean Math. Soc. , 2017, 54 :51859–1871 p-Subgroups in automorphism groups of real del Pezzo surfaces Dokl. Akad. Nauk , 2018, 479 :1134–136 $p$ -subgroups in the space Cremona groupMath. Nachr. , 2018, 291 :81374–1389 Finite groups of birational selfmaps of threefolds Math. Res. Lett. , 2018, 25 :3957–972 Jordan constant for Cremona group of rank $3$ Mosc. Math. J. , 2017, 17 :3457–509 The Jordan Property for Lie Groups
and Automorphism Groups of Complex Spaces Mat. Zametki , 2018, 103 :5811–819 Finite subgroups of diffeomorphism groups Trudy Mat. Inst. Steklova , 2015, 289 235–241
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