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Highest-Rated Chess Players of All Time

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Written by Administrator   
Monday, 21 March 2011
Article Index
Highest-Rated Chess Players of All Time
Page 2
However relative and subjective chess ratings might be, here is a complete list of players who have achieved a FIDE rating of 2700 or above:

#

Last Name

Federation

Highest Rating

Date Achieved

 
1

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Carlsen

NOR 2882 2014.05  

2

Kasparov

RUS

2851

1999.07

 
3

Caruana

USA 2844 2014.10  
4 Aronian ARM 2830 2014.03  
5
So
USA 2822 2017.02  
6

Vachier-Lagrave

FRA 2819 2016.08  

7


Anand

IND

2817

2011.03

 
8

Kramnik

RUS 2817 2016.10  

9

Topalov

BUL

2816

2015.07

 
10

Nakamura

USA 2816 2015.10  
11

http://ratings.fide.com/card.php?code=4126025Grischuk

RUS 2810 2014.12  
12

http://ratings.fide.com/card.php?code=13401319Mamedyarov

AZE 2800 2017.06  
13 http://ratings.fide.com/card.php?code=24116068
Giri
NED 2798 2015.10  
14

http://ratings.fide.com/card.php?code=13400924Radjabov

AZE 2793 2012.11  

15

http://ratings.fide.com/card.php?code=4116992Morozevich

RUS

2788

2008.07

 
16

http://ratings.fide.com/card.php?code=14109603Karjakin

RUS 2788 2011.07  

17

http://ratings.fide.com/card.php?code=14100010Ivanchuk

UKR

2787

2007.10

 

18

Bobby Fischer 1960 in Leipzig.jpgFischer

USA

2785

1972.04

 
19 http://upload.wikimedia.org/wikipedia/commons/thumb/e/e2/Ding_Liren.jpg/220px-Ding_Liren.jpg
Ding Liren
CHN 2782 2015.09  

20

http://ratings.fide.com/card.php?code=4100026Karpov

RUS

2780

1994.07

 
21

http://ratings.fide.com/card.php?code=2805677Gelfand

ISR 2777 2013.11  

22

http://ratings.fide.com/card.php?code=4102142
Svidler

RUS

2769

2013.05

 
23

http://ratings.fide.com/card.php?code=3503240Dominguez Perez

CUB 2768 2014.05  
24
Harikrishna
IND 2768 2016.11  
25

http://ratings.fide.com/card.php?code=4168119Nepomniatchi

RUS 2767 2016.11  
26

http://ratings.fide.com/card.php?code=14102951
Eljanov

UKR 2765 2016.03  
27 http://ratings.fide.com/card.php?code=14103320
Ponomariov
UKR 2764 2011.07  

28

http://ratings.fide.com/card.php?code=703303
Leko

HUN

2763

2005.04

 
29

http://ratings.fide.com/card.php?code=2000024Kamsky

USA 2763 2013.07  
30

http://ratings.fide.com/card.php?code=13400630Gashimov

AZE 2761 2012.01  
31

http://ratings.fide.com/card.php?code=400041
Adams

ENG 2761 2013.09  

32

http://ratings.fide.com/card.php?code=4122356Jakovenko

RUS

2760

2009.01

 
33

http://ratings.fide.com/card.php?code=4147235Tomashevsky

RUS 2758 2015.09  
34

Li Chao
CHN 2757 2016.03  

35

http://ratings.fide.com/card.php?code=8601429
Wang Yue

CHN

2756

2010.11

 

36

http://ratings.fide.com/card.php?code=2209390
Shirov

LAT

2755

2008.01

 
37
Yu Yangyi
CHN 2753 2017.07  
38
Wei Yi
CHN 2753 2017.08  
39

http://ratings.fide.com/card.php?code=8602883
Wang Hao

CHN 2752 2013.01  
40 http://ratings.fide.com/card.php?code=738590
Rapport
HUN 2752 2016.07  

41

http://ratings.fide.com/card.php?code=310204
Movsesian

ARM

2751

2009.01

 
42

http://ratings.fide.com/card.php?code=309095
Navara

CZE 2751 2015.05  
43

http://ratings.fide.com/card.php?code=605506
Bacrot

FRA 2749 2013.11  
44

http://ratings.fide.com/card.php?code=1118358Wojtaszek

POL 2749 2015.06  
45

http://ratings.fide.com/card.php?code=4152956Vitiugov

RUS 2747 2014.04  
46 http://ratings.fide.com/card.php?code=4158814
Andreikin
RUS 2743 2016.06  

47

http://ratings.fide.com/card.php?code=4100140
Bareev

CAN

2739

2003.10

 
48
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Le
 VIE 2739 2017.08  
49

http://ratings.fide.com/card.php?code=4650891Naiditch

AZE 2737 2013.12  


50

http://ratings.fide.com/card.php?code=700070
Polgar J.

HUN

2735

2005.07

 
51

http://ratings.fide.com/card.php?code=13900048Bologan

MDA 2734 2012.08  
52

http://ratings.fide.com/card.php?code=13601520
Jobava

GEO 2734 2012.09  

53

http://ratings.fide.com/card.php?code=4120787Malakhov

RUS

2732

2010.07

 
54 http://ratings.fide.com/card.php?code=4162722
Inarkiev
RUS 2732 2016.09  
55 http://ratings.fide.com/card.php?code=4168003
Matlakov
RUS 2730 2017.07  
56

http://ratings.fide.com/card.php?code=8601445
Bu Xiangzhi

CHN 2729 2016.06  
57

http://ratings.fide.com/card.php?code=702293
Almasi

HUN 2726 2011.07  
58 http://ratings.fide.com/card.php?code=14102560
Moiseenko
UKR 2726 2011.09  
59
Fedoseev
RUS 2726 2017.07  

60

http://ratings.fide.com/card.php?code=4138147
Alekseev

RUS

2725

2009.09

61 http://ratings.fide.com/card.php?code=14107090
Volokitin
UKR 2725 2013.03

62

http://ratings.fide.com/card.php?code=8601160
Ni Hua

CHN

2724

2009.04

 
63

http://ratings.fide.com/card.php?code=2205530Vallejo-Pons

SPA 2724 2011.07  
64 http://ratings.fide.com/card.php?code=14105730
Korobov
UKR 2723 2014.01  
65

http://ratings.fide.com/card.php?code=5004985Sasikiran

IND 2720 2012.05  
66 http://ratings.fide.com/card.php?code=4125029
Riazantsev
RUS 2720 2012.07  
67
Areschenko
UKR 2720 2013.11  
68

http://ratings.fide.com/card.php?code=608742Fressinet

FRA

2720

2015.06

 
69 http://ratings.fide.com/card.php?code=12401137
Le
VIE 2718 2015.10  
70 http://ratings.fide.com/card.php?code=3503739
Bruzon
CUB 2717 2012.10  
71 http://ratings.fide.com/card.php?code=14109182
Kryvoruchko
UKR 2717 2015.11  
72 http://ratings.fide.com/card.php?code=4142578
Khismatullin
RUS 2716 2014.03  

73

Salov2.jpg
Salov

RUS

2715

1995.01

 

74

http://ratings.fide.com/card.php?code=1000268
Van Wely

NED

2714

2001.10

 

75

http://ratings.fide.com/card.php?code=13300032Akopian

ARM

2713

2006.07

 

76

http://ratings.fide.com/card.php?code=2905540Cheparinov

BUL

2713

2008.01

 
77 http://ratings.fide.com/card.php?code=404853
McShane
ENG 2713 2012.07  

78

http://ratings.fide.com/card.php?code=400025
Short

ENG

2712

2004.04

 
79
Howell
ENG 2712 2015.10  
80

http://ratings.fide.com/card.php?code=14200244Kasimdzhanov

UZB 2712 2015.03  

81

http://ratings.fide.com/card.php?code=4100107
Dreev

 

RUS

2711

2011.07

 

82

http://ratings.fide.com/card.php?code=14602377Beliavsky

SLO

2710

1997.07

 

83

http://ratings.fide.com/card.php?code=4121830
Motylev

RUS

2710

2009.07

 
84 https://ratings.fide.com/card.php?code=2806851
Rodshtein
ISR 2710 2016.03  

85

http://ratings.fide.com/card.php?code=14107201Efimenko

UKR

2708

2011.03

 

86

http://ratings.fide.com/card.php?code=1202758Nisipeanu

GER

2707

 2005.10

 
87 Duda POL 2707 2017.07  
88 Najer RUS 2707 2017.08  

89

http://ratings.fide.com/card.php?code=14400030Sokolov I.

NED

2706

2004.01

 
90 http://ratings.fide.com/card.php?code=718572
Berkes
HUN 2706 2011.09  
91

http://ratings.fide.com/card.php?code=4115309Rublevsky

RUS 2706 2013.11  

92

http://upload.wikimedia.org/wikipedia/commons/thumb/a/aa/Mikhail_Tal_1961_Oberhausen.jpg/250px-Mikhail_Tal_1961_Oberhausen.jpg
Tal

RUS

2705

1980.01

 

93

http://ratings.fide.com/card.php?code=1304364
Milov

SUI

2705

2008.07

 
94 http://ratings.fide.com/card.php?code=4129199
Grachev
RUS 2705 2012.03  
95 https://ratings.fide.com/card.php?code=1503707
Hammer
NOR 2705 2016.02  
 96 http://ratings.fide.com/card.php?code=316385
Laznicka
CZE 2704 2012.01  
 97 http://ratings.fide.com/card.php?code=2802007
Sutovsky
ISR 2703 2012.01  
98 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
Ragger
AUT 2703 2017.02  

99

http://ratings.fide.com/card.php?code=1113100Krasenkow

POL

2702

2000.07

 

100

http://ratings.fide.com/card.php?code=2801990Smirin

ISR

2702

2001.07

 

101

http://ratings.fide.com/card.php?code=4100115Khalifman

RUS

2702

2001.10

 

102

http://ratings.fide.com/card.php?code=13601326Azmaiparashvili

GEO

2702

2003.07

 
103 http://ratings.fide.com/card.php?code=633429
Edouard
FRA 2702 2014.06  
104 https://ratings.fide.com/card.php?code=14117908
Kovalenko
LAT 2702 2015.08  
105 https://ratings.fide.com/card.php?code=13300881
Sargissian
ARM 2702 2015.12  
106
Vidit
IND 2702 2017.09  

106

http://ratings.fide.com/card.php?code=14101025Onischuk

USA

2701

2010.07

 

107

http://ratings.fide.com/card.php?code=1400355
Nielsen

DEN

2700

2010.07

 
108 http://ratings.fide.com/card.php?code=4150120
Lysyj
RUS 2700 2015.01  

Italic = deceased

Ranking of federations (by # of representatives):

1. Russia - 29
2. Ukraine - 10
3. China - 8
4-5. USA, Hungary - 5
6-9. France, England, Armenia, Israel, India - 4
10-12. Azerbaijan, Netherlands, Poland - 3
13-19. Bulgaria, Latvia, Georgia, Czech Republic, Cuba, Norway - 2
20-30. Italy, Slovenia, Roumania, Uzbekistan, Switzerland, Moldova, Germany, Denmark, Vietnam, Spain, Austria - 1

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Comments (14)
1. Written by Alexey on 17:41 21 2011 .
 
 
Great table!  
I'm glad to see so much "RUS" =)
 
2. Written by This e-mail address is being protected from spam bots, you need JavaScript enabled to view it on 14:35 24 2011 .
 
 
I have read on chess . com that Fisher was rated 
over 3000 against evans at 
one point
 
3. Written by Natalia on 15:08 24 2011 .
 
 
Don't believe everything you read. No human has ever been rated 3000.
 
4. Written by Jeff on 19:25 08 2012 .
 
 
Thanks very much for the list. I'd like to give these small corrections: 
Radjabov - 2784 - 2012.03 
Nakamura - 2774 - 2011.03 
Ponomariov - 2764 - 2011.07 
Gashimov - 2761 - 2012.01 
Wang Hao - 2736 - 2011.11 
Nepomniachtchi - 2735 - 2012.01
 
5. Written by Fischer and Kasparov - a diffe on 08:16 01 2012 .
 
 
An average Elo inflation is 60-70 points per decade. That said Bobby's 2785 from July 1972 puts him well over 3000 points of today. Similar for Kasparov, his July 1999 2851 is on the border of 3000. 
 
Today players including Carlsen and Aronian are nowhere near Fischer and Kasparov. They do not dominate their peers at all. IN Bobby's heyday he won literally every event he played, same goes for Kasparov. Look at these kids of today - Carlsen ended behind Wnag ao recently, give me a break...
 
6. Written by Lur on 15:35 03 2012 .
 
 
Carlsen is better than fisher and Kasparov at the same age. 
Its so wrong to compare a 20 year old to a 30 year old chess player..
 
7. Written by Lars Asbjrn Stensen on 10:00 01 2013 .
 
 
Same rating but not same no - why?
Great site! For instance Morozevich and Karjakin have same rating ever, but "Moro" is no 8 and Karjakin no 9. Is this because of most activity for "Moro"?
 
8. Written by Peter on 11:35 03 2013 .
 
 
Same rating but not same no - why?
@Lars Thanks. The players with equal ratings are sorted by "Date achieved". The earlier, the higher the player is on the list.
 
9. Written by Carlos on 10:06 27 2013 .
 
 
Same rating but not same no - why?
Chess is always evolving players today are much better thats the likes of Carlsen dont dominate.. I say any of the top ten of today would destroy Fischer.
 
10. Written by This e-mail address is being protected from spam bots, you need JavaScript enabled to view it on 12:25 22 2013 .
 
 
This is normal
Everything in the world is evolving and getting much better in the areas of talent and technology ,like soccer ,we have very talented players now like messi ,ronaldo .... etc. who can destroy old players ,but at the same time we still have legends like Pele and maradona ! Same in Chess ,we have now super players like carlson ,but we still have legends like fischer .You cant tell who is better because they belong to completely different times and environments , so comparison is not applicable here !
 


Last Updated ( Thursday, 31 August 2017 )
 
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