renzume on Nostr: Markov chains are mathematical systems that model transitions between different ...
Markov chains are mathematical systems that model transitions between different states with associated probabilities, represented through transition matrices or diagrams. The concept finds practical applications in various fields, from weather prediction to Google's PageRank algorithm, with the ability to simulate real-world phenomena by incorporating probabilistic state transitions.
https://setosa.io/ev/markov-chains/#mathematics #probability #algorithms #datamodeling #computerscience
Published at
2025-02-28 07:52:25Event JSON
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"content": "Markov chains are mathematical systems that model transitions between different states with associated probabilities, represented through transition matrices or diagrams. The concept finds practical applications in various fields, from weather prediction to Google's PageRank algorithm, with the ability to simulate real-world phenomena by incorporating probabilistic state transitions.\nhttps://setosa.io/ev/markov-chains/\n#mathematics #probability #algorithms #datamodeling #computerscience",
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