A competition analysis of the double disciplines in table tennis

№1

Pair: Gauzy Simon
Calderano Hugo

Wins: 5

Defeats: 6

Ratio: 0.83

Number of matches: 11

R_max: 10359

R_1,2,3: 7144

R_min: 4804

R_1,2,3: 9391

Synergistic effect: 0.7

№2

Pair: Lebesson Emmanuel
Gauzy Simon

Wins: 15

Defeats: 13

Ratio: 1.15

Number of matches: 28

R_max: 8946

R_1,2,3: 6140

R_min: 1628

R_1,2,3: 2550

Synergistic effect: 0.86

№3

Pair: Gauzy Simon
Robinot Quentin

Wins: 15

Defeats: 9

Ratio: 1.67

Number of matches: 24

R_max: 4149

R_1,2,3: 3958

R_min: 3489

R_1,2,3: 3608

Synergistic effect: 0.98

№4

Pair: Gauzy Simon
Flore Tristan

Wins: 3

Defeats: 5

Ratio: 0.6

Number of matches: 8

R_max: 4124

R_1,2,3: 3375

R_min: 2704

R_1,2,3: 3322

Synergistic effect: 0.84

№5

Pair: Gauzy Simon
Brossier Benjamin

Wins: 3

Defeats: 2

Ratio: 1.5

Number of matches: 5

R_max: 3656

R_1,2,3: 2857

R_min: 4325

R_1,2,3: 4705

Synergistic effect: 0.94

№6

Pair: Gauzy Simon
Angles Enzo

Wins: 2

Defeats: 1

Ratio: 2

Number of matches: 3

R_max: 2886

R_1,2,3: 2549

R_min: 3288

R_1,2,3: 3288

Synergistic effect: -

№7

Pair: Gauzy Simon
Ouaiche Stephane

Wins: 1

Defeats: 1

Ratio: 1

Number of matches: 2

R_max: 2001

R_1,2,3: 2001

R_min: 3313

R_1,2,3: 3313

Synergistic effect: 0.75

№8

Pair: Gauzy Simon
Lebrun Alexis

Wins: 2

Defeats: 3

Ratio: 0.67

Number of matches: 5

R_max: 481

R_1,2,3: 422

R_min: 835

R_1,2,3: 1892

Synergistic effect: 0.69

№9

Pair: Gauzy Simon
Lebrun Felix

Wins: 2

Defeats: 2

Ratio: 1

Number of matches: 4

R_max: 63

R_1,2,3: 32

R_min: 203

R_1,2,3: 952

Synergistic effect: 0.39

№10

Pair: Gauzy Simon
Petiot Jeremy

Wins: 0

Defeats: 1

Ratio: 0

Number of matches: 1

R_max: 0

R_1,2,3:

R_min: 2780

R_1,2,3: 2780

Synergistic effect: 0.71

№11

Pair: Gauzy Simon
Zhou Yu

Wins: 0

Defeats: 1

Ratio: 0

Number of matches: 1

R_max: 0

R_1,2,3:

R_min: 3601

R_1,2,3: 3601

Synergistic effect: 0.8