* Updated for 2022 World Cup
I. Introduction and Historical Literature Review
I. Introduction and Historical Literature Review
The international
country football history officially began at the 1908 summer Olympics’ football
tournament although all participants are from Europe. Football tournaments at
Olympics games in the pre-world cup era between 1908 and 1928 are generally
considered as a world stage of competition until the first ever World Cup was
established in 1930.
The World
Football Elo rating[1] is a ranking system to calculate national
team performance based on every official matches played, invented by Alpad Elo and
implemented in 1872, with a formula that includes various football competition
parameters are marginal victory coefficient, level between competitors,
importance of matches and finally concludes the ranking of nations by month. The
FIFA World ranking system[2] was followed in 1992 with a similar
factors of formula to Elo Rating. However, these two systems allows the
performance in friendly matches to take advantage although the game is just an
uncompetitive trial playing and the game result is meaningless in historical status.
Also, the determination between competitors level from previous result could be
highly erroneous when the fluctuation of team performance is commonly existed
within a single tournament. Importantly,
there has been none of all-time national teams ranking works established to
date.
Accordingly,
this work’s objective is to study, integrally regulate and standardize the
system of the entire international country history for the
evaluation, including all performance characteristics (win-draw-lose, goal
difference, place, round and trophy) against the determined standard of
competitions within the designed system of methodology conformed to the existed
format or condition at any point of evaluation.
II. Methodology
1) International Major Tournament
Aside from the actual participants in historical tournament, there are some additional participants in the expansive remodel of competition to standardize the opportune factor between era based on qualifying performance but the additional teams will be given the performance rating just 50 % in comparison to actual participant. The number of additional teams is considered from minimum standard value of qualifying performance and level of participants in qualification round in specific years. The finished round is extended to the existed round and is also based on the ranking of their raw direct performance.
Aside from the actual participants in historical tournament, there are some additional participants in the expansive remodel of competition to standardize the opportune factor between era based on qualifying performance but the additional teams will be given the performance rating just 50 % in comparison to actual participant. The number of additional teams is considered from minimum standard value of qualifying performance and level of participants in qualification round in specific years. The finished round is extended to the existed round and is also based on the ranking of their raw direct performance.
Due to multiple standards for continental international tournament, the minimum standard value of each tournament are determined from the highest standard tournament at the specific year. The team get performance rating lower than standard value will not be rated even they actually participated in the tournament.
1.1)
Determine the winner of each major international tournament by qualitative
analysis.
1.2) Determine
the competitive level by counting goal difference to calculate its average for
each round and input by the following formula ;
(∑ Goal Difference
Average/(Number of Round x 4.5))
(Number of Round +((5-Number of
round)/2))/5
The standard of competition
(STD) = Top Level X Competitive Level
CC = Competition Coefficient (World Cup = 1.2, Continental Cup = 1.1)
CC = Competition Coefficient (World Cup = 1.2, Continental Cup = 1.1)
1.3) The Status Performance (STS)
= SQRT(FRC x STD)
Finished Round Coefficient
(FRC) = TLSC – (1-GS) ; (Winner = 1,
Runner-Up = 2, SF = 3, QF = 4, R16 = 5, R32 = 6)
TLSC (Top Level
Standard Coefficient) : World Cup =5, Euro/Copa Americas = 4.5, African Cup of ualNation = 3.5, AFC Asian Cup = 3.2
GS (Gap
Standard) = 0.85 (AFC Asian Cup), 0.8 (World Cup, African Cup of Nation), 0.78
(Europe, Americas). These value is from comparative experiment of average
performance between World Cup and Continental Cup.
1.4) The
Raw Direct Performance (RDRT) is calculated by chain of beaten from top level
to the evaluated team.
For
elimination format, being beaten 1 goal is equal to – 0.35.
For league
format, the difference will be calculated based on following formula ; ∑ ((DGD/N)*0.35)/Nq
if number of team > 3
∑ ((DGD*0.75/N)*0.3)/Nq
if number of team = 3
DGD : The descending goal difference
N : The number of matches
Nq : The number of qualified teams in the group
1.5) The total performance (TP) = SQRT(STS X RDRT)
*Remark : FIFA Confederation Cup is not considered.
2) Qualification
2.1) Determine round coefficient for each qualification performance maximum at comparability with quarter-final of major tournament.
2.2) Rate round coefficient for qualified team and rate disqualified team based on margin of score.
2.2) In the pre-1960s or other period without existence of qualification format,
the performance in zonal competition are Central European International Cup,
British Home Championship, Balkan Cup, Nordic Cup and Central American Cup
could either replace the disappearance of any qualification tournament.
2.3) For the continental tournament without qualifying competition or not participate in qualifying round as a host or a provider, the performance in major tournament overs qualifying performance automatically.
2.3) For the continental tournament without qualifying competition or not participate in qualifying round as a host or a provider, the performance in major tournament overs qualifying performance automatically.
2.4) Multiply with periodic coefficient.
4) Final Calculation
To standardize the opportunity of
continental tournament participation. The standard minimum value of continental
performance at 4.75 (for Europe and Americas) and 4.5 (for Africa and Asia
& Oceania) has been set. The less value than standard is excluded from
calculation.
The
obtained tournament performance partition (OPP) =∑ TP x PRT
; PRT = Periodical Ratio between Periodical Coefficients (4 years
= 2, 3 years = 1.5, 2 years = 1. 1 year = 0.5)
OPP will be matched to multiply with proportional weight whose
number is an average of available tournaments between continents.
Each sum of competitions’ performance are
aggregated as a basic total score.
The trophy bonus is given for
only the winner in World tournament and designed as following ; World Cup since
1934 : 5 point, 1930s/1950 World Cup : 2 - 2.5 point
5) The Decisive Factors
0.1
% is required as a minimum value to unanimously decide the rank. If not,
consider the aggregate peak value at 0.05 is a minimum value to significantly differentiate,
if not, consider second peak partition or even more until match the rule.
III. Implementation
The performance result
in continental ranking in this paper http://xtravictory.blogspot.com/2015/10/nt-evaluation-result.html
is standardized of opportune factor in continental competition and rearranged
to establish top 50.
IV. Result
The 50 Greatest Football Nations of All-Time
Statistics by continent
25 : Europe
12 : Americas
8 : Africa
5 : Asia & Oceania
V. Discussion
The methodological implementation
allows the rankings to have represented the countries’ entire performances
against the determined standard and greatness throughout the history. However,
the qualitative analysis to determine top level performance of the winner between
tournaments and eras are provided by author’s cumulative tacit knowledge
converted to mathematics that is always controversial but the scale of
tolerance is however quite narrowed, possibly effecting on the change of
rankings in a minor scale. Additionally, the proportional criteria between
parts of evaluation and the proportional weight given to highest to lowest
performance has a main role to finalize the ranking.
The partition weight applied to the
tournament rating reduces the disadvantage of the teams that participated in
lower tournaments than average group in case of achieving a competitive high
peak and the teams participated in more seasons than average group is just
advantageous as they had more opportunities but the number of calculated
tournaments is still limited in average value.
Brazil appeared as the all-time
best country ever, having unanimously surpassed the second place Germany and the highest aggregate peak ever is also pertained to Brazil.
The European nations dominate the top 50
ranking as 25 of them are included in top 30. In the
peak years, Holland and Uruguay performed in a much higher level. However,
Holland in the pre-1970s can be classified as a below-average team in Europe
and the same status in the additional period between 2016 to date. Uruguay’s
related peak years were existed in the early era of football that is less
competitive than the second half of the century.
As the methodology
is designed to control the limitation of opportunity in major international
tournament to save the actual quality, it allows Israel to appear in the
ranking. Additionally, the greatness within a specific continental zone is
saved as the evolution of football was progressed in absolute different
conditions and incomparable developing rates. This protects Asian and African
teams from being devalued when its performance was out of the competitive group
in world competition.
Reference
[2] http://www.fifa.com/fifa-world-ranking/procedure/men.html
Very good publication. For my taste (only my opinion) Brazil is No. 1, Hungary must be more and Belgium is very overrated, Gale and Northern Ireland should not be considered, Costa Rica is underestimated and is need Saudi Arabia and Democratic Republic of the Congo.
ReplyDeleteIt is a problem when Brazil did not take serious in South American championship and Copa America when they like to send B team. Hungary has not qualified for final tournament around two decades.
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DeleteOlympics had much greater significance than the first world championships. Instead you're adding some countries participation in the European Championships at which they did not qualify would be much more logical to you to calculate this first Olympics.
ReplyDeleteThis one is little bit complex for me to understand and the reason why some are at the top and others at the bottom is actually very interesting but then complex. Those who love football, would understand it well.
ReplyDeleteRegards;
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Great concept and great logo. As huge fan of soccer loves to read blog. Very informative one. In soccer the main thing is players performance and the whole match depends on it. With soccer betting tips one can gain more knowledge's about soccer tips.
ReplyDeleteI agree with you. That is a very valid point you bring up. Thank you for sharing this very informative and well explained post with us
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ReplyDeleteI think you forgot Croatia
ReplyDeleteWhy Uruguay is above Czechoslovakia? His total score is 5 points lower.
ReplyDeleteupdate after 2022 wc?
ReplyDeleteI am on process to updating as I improved some criteria also.
DeleteEngland is above France here, but in the "Continental NT Evaluation" in "The Memorial of Football Victory" France is above England. Which is correct?
ReplyDeleteActually it is correct for both and the point of difference is trophy bonus. Due to the fact that Euro winner trophy bonus is applied for European ranking only not for the world ranking because the bonus of world ranking is set for the best team in the world only and as long as the Euro winner wasn't proven as the best team in the World, they're not eligible to receive bonus.
DeleteOk, thank you for your answer. And what about Belgium and Portugal? Belgium's total score here is lower than Portugal's total score but Belgium is above Portugal in this ranking.
Delete