Alcaraz & Sinner Miami Open 2026: Schedule & First Matches

by Javier Moreno - Sports Editor
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Alcaraz and Sinner Set for Miami Open Showdown

The stage is set for a potential blockbuster clash between Carlos Alcaraz and Jannik Sinner at the Miami Open presented by Itau, following Sinner’s recent triumph at Indian Wells. Tournament organizers have released the intended schedule for both players, signaling a highly anticipated rematch.

Alcaraz’s Path to the Semifinals

Top seed Carlos Alcaraz will begin his campaign on Friday evening against either Joao Fonseca or Fabian Marozsan, who will compete on Thursday. Alcaraz has never faced the 19-year-old Brazilian Fonseca, who previously lost to Sinner in the fourth round of Indian Wells. The 2022 Miami Open champion is seeking his third title of the season, having already secured victories at the Australian Open and in Doha. His impressive start to the year was recently halted by Daniil Medvedev in the Indian Wells semifinals.

Sinner’s Title Defense Begins

Second seed Jannik Sinner will start his event on Saturday, facing either Damir Dzumhur or a qualifier, Ignacio Buse. Sinner boasts a strong record in Miami, with a 19-3 win-loss record and has reached the final in three of his four appearances, winning the trophy in 2024. He recently made history at Indian Wells by becoming the third, and youngest, man to win all six ATP Masters 1000 hard-court events, joining Novak Djokovic and Roger Federer.

Mutual Respect on Display

Despite their fierce competition, Alcaraz and Sinner have demonstrated mutual respect. Alcaraz was seen warmly congratulating Sinner on his Indian Wells title during practice sessions in Miami, stating, “Hey great stuff champ. Congrats.” This exchange highlights the sportsmanship between the two players as they battle for the top spot in men’s tennis.

Miami Open Details

The Miami Open’s main draw began on Wednesday, March 18, 2026. The tournament promises exciting matchups and a high level of competition as players vie for the title and valuable ranking points.

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