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  1. Dec 22, 2023 · Stefan Frei is poised to continue one of the most distinguished careers in Seattle Sounders history. The longtime Rave Green backstop inked a new contract late in the 2023 season that will keep him between the posts as the club enters a new era following its 50th anniversary and 2024 move into the new state-of-the-art Longacres training facility.

  2. Check out the latest domestic and international stats, match logs, goals, height, weight and more for Stefan Frei playing for Seattle Sounders FC and Toronto FC in the Major League Soccer

  3. Stefan Frei is the cousin of Alex Frei. Youth clubs. FC Widnau, FC St. Gallen (-2000), De La Salle Highschool (2000-2005), Central Marin Bandits (2000-2005)

  4. May 7, 2022 · Stefan Frei has made countless match-defining plays during his illustrious career with the Seattle Sounders, so it’s no surprise that the veteran goalkeeper was central to two of the most pivotal moments of Wednesday’s historic Concacaf Champions League-clinching result against Pumas UNAM.

  5. Dec 5, 2023 · SEATTLE, WASH. – Sounders FC today announced that it has signed goalkeeper Stefan Frei to a new two-year contract through the 2025 season. Originally coming to Seattle prior to the 2014 campaign, Frei is a three-time club MVP, two-time Defender of the Year and five-time Humanitarian of the Year, leading Sounders FC to the 2014 Lamar Hunt U.S. Open Cup, 2014 Supporters’ Shield, two MLS Cups ...

  6. Oct 19, 2023 · Of the 31 matches played this season, Frei has contributed to 13 clean sheets, placing him in the No.1 position for most shutouts in MLS. If Frei holds St. Louis CITY SC (6 p.m. PT; Watch free on Apple TV, iHeartRadio and El Rey 1360AM) to another scoreless affair this weekend, he will set a club record for most clean sheets in a single season.

  7. Universitätsstraße 10, 78457 Konstanz, Germany. Room G415. E-Mail: stefan.frei@uni-konstanz.de. My research focuses on the. development and. numerical analysis. of finite element methods in complex applications, including. Interface problems and fluid-structure interactions. Problems posed on moving domains (ALE and Fully Eulerian approaches)