Who is ana ivanovic




















Wimbledon and 2r four times; fell 1r five times incl. Australian Open and Roland Garros. Australian Open, Roland Garros ; fell 1r four times incl. Wimbledon ; strong end to season, reaching QF at Beijing l. Schnyder in final , making QF at Luxembourg l. Kleybanova in final ; more than halved ranking from No. Roland Garros, Wimbledon - ret. Australian Open and 2r twice; fell 1r three times incl. Bondarenko 26 63 76 7 in 1r; held mp at in third set tie-break. Kuznetsova in final and Roland Garros first Grand Slam title; d.

Safina in final and runner-up finish at Australian Open l. Williams and winning another WTA title at Linz d. Kuznetsova in final , Los Angeles d. Petrova in final and Luxembourg d. Hantuchova in final ; runner-up twice at Tokyo [Pan Pacific] l. Williams and WTA Finals l. Australian Open l. Williams in 4r. Wimbledon , 3r three times incl. Roland Garros, US Open and 2r three times incl. Australian Open ; fell 1r three times.

Australian Open, Wimbledon and 2r twice incl. Will be used in accordance to our Privacy Policy. Shop Fantasy English. Facebook Twitter Instagram YouTube. Show All Matches Hide Matches. Enter Your Search. Tournaments Scores Rankings News Videos. Career Stats -. Player Profiles -. Previous Matches. Retired player.

Nov 6 Belgrade, Serbia. More on Ivanovic She married to a German Footballer Bastian Schweinsteiger in but the duo started dating back in She gave birth to her first son Luka on 18th March in Chicago and her second son Leon on 24th May Both of her sons are super cute and regularly feature on her social media posts. A knee injury sustained at Wimbledon made her withdraw from the Serbian Fed Cup competition. Read the full biography of Troian Bellisario.

Skip to content About Ana Ivanovic Ana Ivanovic originally named Ana Schweinsteiger is a former Serbian Tennis player who is known for her number 1 rank in the world in which she achieved after defeating Dinara Safina to win the French Open. View this post on Instagram. Notify of. Inline Feedbacks.



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