Gleb Dudin

{{Short description|Russian-Hungarian chess grandmaster (born 2004)}}

{{Infobox chess player

| country = Russia (until 2023)
Hungary (since 2023)

| birth_date = {{Bda|2004|10|11}}

| birth_place =

| title = Grandmaster (2023){{cite web|url=https://ratings.fide.com/crt/main229745.pdf|title=FIDE Title Application (GM)}}

| peakrating = 2574 (June 2025)

| FideID = 34184934

}}

Gleb Dudin is a Russian-Hungarian chess grandmaster. He is currently studying at the University of Texas Rio Grande Valley.{{Cite web |title=Chess Team as of August 2024 {{!}} UTRGV |url=https://www.utrgv.edu/chess/team/ |access-date=2025-01-03 |website=www.utrgv.edu}}

Chess career

In September 2023, he was a co-leader (alongside grandmasters Marc'Andria Maurizzi and Santiago Avila Pavas) after the seventh round of the U20 World Junior Chess Championship.{{cite web|url=https://en.chessbase.com/post/world-junior-championship-2023-r7|title=World Junior Ch: Maurizzi, Dudin and Avila in the lead|date=September 28, 2023|first=Carlos|last=Colodro}} He ultimately finished in 9th place in the championship.{{cite web|url=https://chess-results.com/tnr809135.aspx?lan=1&art=1&rd=11&fed=FRA&turdet=YES&flag=30|title=FIDE World Junior Chess Championship “México 2023” OPEN|date=October 1, 2023}}

In February 2024, he won the 15th Southwest Class Tournament in Irving, Texas with a score of 7/9 and defeating strong grandmasters John M. Burke and Christopher Yoo.{{cite web|url=https://new.uschess.org/news/dudin-wins-southwest-class-tani-earns-final-im-norm|title=Dudin Wins Southwest Class, Tani Earns Final IM Norm|date=February 26, 2024|first=JJ|last=Lang}}

In March 2024, he played for the University of Texas Rio Grande Valley team in the Collegiate Chess League, where he put in the strongest performance for his team.{{cite web|url=https://www.chess.com/news/view/2024-collegiate-chess-league-spring-quarterfinals-mizzou-utrgv|title=Harshit Sets Up Mizzou-SLU Semifinal, UTRGV Eliminates Athens|date=March 17, 2024|first=Jack|last=Rodgers}}

References