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**About us**

Who will be the German champion? How will your favourite team be ranked at the end of the season? Who will have to be relegated from the Bundesliga, and how will your team perform during the upcoming weekend?

Millions of football fans try to figure out how the next match played by their favourite team or the matchday as a whole will end - not only during the Bundesliga season, but for every or any matchday. The KickForm experts have studied the science behind football match predictions very closely, and, as a result, have issued the best mathematical predictions possible. They have done this by calculating probabilities for the outcome of individual football matches, as well as a simulation of the whole season.

KickForm predictions are based on a statistical model for predictions of football matches, developed by Physics professor Andreas Heuer. To develop its forecasts, KickForm used this procedure as a foundation since it was proven to be especially accurate. Compared to the odds of bookmakers, predictions according to this model were proven to be even better than those of bookmakers.

The result of a football match is predicted using the following seven steps:

**Step 1: Determining the Home Advantage**

You can calculate the Home Advantage by using the below formula:

home advantage = c1 (home advantage of the last three years) + c2 (home advantage of the current season)

*On average, Home teams tend to score higher (Statistics: 1.66 goals for Home and 1.20 for Away).*

**Step 2: Calculating the Number of Goals per Match**

Goals per match on average, taking into account all teams.

*Typically, 3 goals are scored in a football match. However, for the sake of precision, the number of goals has decreased over time and now lies at 2.8.*

**Step 3: Calculating the Performance Level and Expected Goal Difference**

Use the below formulas to calculate the performance level and expected goal difference of a match:

Performance level = c1 X1 + c2 X2 + c3 X3 + c4 X4

X1 = mean goalscoring difference (GCD) of the previous season, weighting of the last three years (0.5, 0.35, 0.15)

X2 = goalscoring difference of the current season

X3 = current fitness value (mean goalscoring difference, weighted with a decreasing exponential function)

X4 = logarithmised market value

*Goal scoring opportunities are much more informative for the purpose of forecasts than goals. Good teams display a slightly better conversion of chances. The prediction becomes a lot more accurate if the goalscoring opportunities of the current and the past season as well as the market value are taken into account. By doing so, correlations of up to 0.67 are made, resulting in a 67% rate of correct predictions. *

**Step 4: Determining the Exceptionality of Promoted Teams**

*The performance of promoted teams is stunningly well-predetermined. Obvious deviations from the lower half of the table (goal difference: -13 +/- 8) are therefore quite rare.*

**Step 5: Calculating the Expected Amount of Goals**

For every match the total amount of expected goals is similar; however, there are high-performing teams that score more goals than average.

amount of goals = c1 X1 + c2 X2 + mean goals per match

X1 = total of goalscoring opportunities in the past with identical weighting-parameters of the last 3 years

X2 = effective total of goalscoring opportunities in the current season. Here, the total of goalscoring opportunities of all teams is subtracted so that the total of goalscoring opportunities as compared to the average is determined.

**Step 6: Calculate the expected goals**

Proportion of the calculated goal difference and the total goals for the respective match.

**Step 7: Matchday Weighting Factor**** **

Weighting factor for the respective matchday or for stage of the season.

*Example: Dortmund against Schalke*

Prediction after using the KickForm Football Formula™: **1.429:1.022**

Obviously, no match results in 1.429:1.022 - this is just the average. With the help of the Poisson Distribution, we can calculate these figures for the distribution of 100% using a row of results for each team.

**The Poisson Formula itself is as follows: P(x; μ) = (e-μ) (μx) / x!**

The following Poisson Distribution has been calculated from the above example:

Goals |
0 |
1 |
2 |
3 |
4 |
5 |

Dortmund |
23.95 % |
34.23 % |
24.46 % |
11.65 % |
4.16 % |
1.19 % |

Schalke |
35.99 % |
36.78 % |
18.79 % |
6.40 % |
1.64 % |
0.33 % |

This example shows that:

Dortmund has a 23.95% probability of scoring no goals, a 34.23% probability of scoring one goal and a 24.46% probability of scoring two goals.

Schalke, on the other hand, has a 35.99% probability of scoring no goals, a 36.78 % probability of scoring one goal and a 18.79 % chance of scoring two goals.

**The most likely result, therefore, is 1:1.**

This result will occur with a probability of 12.59%.

KickForm even goes a step further and offers each user the possibility to customise the Formula by using a different weighting according to his or her personal predictions. In this way, football fans can, even without a great in-depth knowledge of mathematics, develop their own forecasts on a scientific basis. Registered users can choose factors such as market value, possession, Home advantage, favourite team or Away weakness. Like this, anyone can create their own Formula and become a betting expert.

**Example: Weighting Factor Home Advantage**

You are of the opinion that Home teams (crucially) score more goals. You give the factor Home advantage more weighting, e.g. + 0.6. Consequently, the result for Dortmund Schalke now amounts to 2.029:1.022, and so the most likely result changes from 1:1 to 2:1.

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