1. Selected publications

2. References

Evgenii Solomonovich Golod ({{lang-ru|Евгений Соломонович Голод}}, October 21, 1935 – July 5, 2018) was a Russian mathematician who proved the Golod–Shafarevich theorem on class field towers. As an application, he gave a negative solution to the Kurosh–Levitzky problem on the nilpotency of finitely generated nil algebras, and so to a weak form of Burnside's problem.

Golod was a student of Igor Shafarevich. As of 2015, Golod had 39 academic descendants, most of them through his student Luchezar L. Avramov.^[1]

Selected publications

• {{citation |last=Golod | first= E.S |last2=Shafarevich |first2=I.R. |title=On the class field tower |journal=Izv. Akad. Nauk SSSSR |volume=28 |year=1964 |pages=261–272 |mr = 0161852|language=ru}}
• {{citation |last=Golod | first= E.S |title=On nil-algebras and finitely approximable p-groups. |journal=Izv. Akad. Nauk SSSSR |volume=28 |year=1964 |pages=273–276 | mr = 0161878|language=ru}}

References

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