Madison Keys became the third American player to win a Grand Slam title this decade, joining Sofia Kenin at the 2020 Australian Open and Coco Gauff at the 2023 US Open.
Alexander Zverev was left bemused after the umpire stopped play in the middle of a rally when a bird's feather floated down ...
One name on everybody's lips is Coco Gauff, who has defeated Swiatek twice ... Djokovic says he still has 'trauma' struggles three years after Covid-19 deportation saga "She’s going to have ...
Coco Gauff and Jessica Pegula paid tribute to Los ... to Add to Your Watchlist CIA says lab leak most likely source of Covid outbreak ...
Coco Gauff is the first U.S. tennis player to mathematically ... Ceremony that she had to withdraw after testing positive for COVID-19. She would have been the youngest Olympic tennis player ...
Somewhat forgotten is how Badosa was the first player to test positive to COVID-19 during her compulsory stint in ... "I'm a fighter," Badosa said after taking out third seed Coco Gauff on Tuesday. "I ...
“It’s fun in Australia. It’s a place where you see people coming from all over the world, which creates a great atmosphere.
Donald Trump begins Tuesday as the 47th president of the U.S. following an opulent Inauguration Day celebration — and a deluge of executive orders set to impact American lives. Ohio State is the ...
Serbian Davis Cup captain Viktor Troicki has hit out at Australia's treatment of Novak Djokovic, saying he thought Channel 9 journalist Tony Jones should be banned for life from tennis coverage.
Gauff is now one of the youngest major gift donors in UNCF’s 80-year history AP Photo Coco Gauff defends her first Grand Slam ...
The current World No. 3 Coco Gauff's family has been a sporting family since the beginning. It all started with her father, Corey. He is a former basketball player who played for Georgia State ...
Four Americans - Coco Gauff, Jessica Pegula, Madison Keys, and Emma Navarro - currently occupy a top 10 spot in the WTA rankings. Three of them celebrated the achievement online, with Gauff even ...