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https://github.com/gagniuc/markov-chains-prediction-framework

This application makes predictions by multiplying a probability vector with a transition matrix multiple times (n steps - user defined). On each step the values from the resulting probability vectors are plotted on a chart. The resulting curves on the chart indicate the behavior of the system over a number of steps.
https://github.com/gagniuc/markov-chains-prediction-framework

markov-chains markov-model prediction probability transition transition-matrix vb6 vectors

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This application makes predictions by multiplying a probability vector with a transition matrix multiple times (n steps - user defined). On each step the values from the resulting probability vectors are plotted on a chart. The resulting curves on the chart indicate the behavior of the system over a number of steps.

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# Markov Chains Prediction framework

The application multiplies a probability vector with a transition matrix multiple times (n steps - user defined). On each step, the values from the resulting probability vectors are plotted on a chart. The resulting curves on the chart indicate the behavior of the system over n steps. Note that the application allows a prediction for systems with a maximum of four states. [This version in JS](https://gagniuc.github.io/Predictions-with-Markov-Chains/) can also be of use: [Predictions with Markov Chains](https://github.com/Gagniuc/Predictions-with-Markov-Chains).

![screenshot](https://github.com/Gagniuc/Markov-Chains-Prediction-framework/blob/main/img/Markov%20Chains%20-%20Prediction%20framework.png?raw=true)

![screenshot](https://github.com/Gagniuc/Markov-Chains-Prediction-framework/blob/main/img/Markov%20Chains%20-%20Prediction%20framework%20(new%20setup).png?raw=true)

# References

- Paul A. Gagniuc. Markov chains: from theory to implementation and experimentation. Hoboken, NJ, John Wiley & Sons, USA, 2017, ISBN: 978-1-119-38755-8.