Ranking Simulator

Project the ATP rankings to a future date. Assuming no new matches are played, this shows whose points age out of the rolling 52-week window, and how the rankings shift as a result.

as of Oct 12, 2026

Biggest points to defend by Oct 12, 2026

Carlos AlcarazU.S. Open - New York 2025 falls Aug 24, 2026−3,500

Jannik SinnerU.S. Open - New York 2025 falls Aug 24, 2026−2,500

Felix Auger AliassimeU.S. Open - New York 2025 falls Aug 24, 2026−1,390

Taylor FritzU.S. Open - New York 2025 falls Aug 24, 2026−1,330

Ben SheltonNational Bank Open - Toronto 2025 falls Jul 27, 2026−1,290▼1

Novak DjokovicU.S. Open - New York 2025 falls Aug 24, 2026−1,200▼3

Valentin VacherotShanghai Rolex Masters - Shanghai 2025 falls Sep 28, 2026−1,078▼15

Alexander ZverevCincinnati Open - Cincinnati 2025 falls Aug 3, 2026−1,050

Alex De MinaurU.S. Open - New York 2025 falls Aug 24, 2026−980▼1

Arthur RinderknechShanghai Rolex Masters - Shanghai 2025 falls Sep 28, 2026−973▼40

Lorenzo MusettiU.S. Open - New York 2025 falls Aug 24, 2026−875▼10

Daniil MedvedevShanghai Rolex Masters - Shanghai 2025 falls Sep 28, 2026−870

Biggest projected climbers by Oct 12, 2026

Segundo Goity ZapicoELO -1 last 90d▲131→ #924

Joaquim AlmeidaELO +9 last 90d · in form▲130→ #923

Alex Kuperstein▲130→ #926

Rethin Pranav Senthil KumarELO +39 last 90d · in form▲129→ #908

Projected ATP ranking · Oct 12, 2026

Proj. #	Player	Proj. pts	Points off	Rank Δ
1	Jannik Sinner	10,950	−2,500	–
2	Alexander Zverev	7,430	−1,050	–
3	Carlos Alcaraz	4,660	−3,500	–
4	Felix Auger Aliassime

Want this player by player?

This projects the whole field. Pro gives you any player’s full 52-week fall-off calendar: every result they’re defending, the exact date it drops, and an email alert before it does.

See Pro plans →

This is a projection only. It assumes no matches are played between now and Oct 12, 2026. “Points off” is what ages out of the 52-week window (accounting for lower results promoting into freed slots); rank change reflects the whole field’s drop-offs. Ranks are computed estimates.