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I think Markov chains have transition probabilities, which this model is lacking. But it's the same idea, just with uniform transition probabilitis.
by Robin_Message 3y ago
I think Markov chains have transition probabilities, which this model is lacking. But it's the same idea, just with uniform transition probabilitis.
- dartos 3y agoIt seems like it has transition probabilities. Depending on the type of the prior word, it randomly selects the next word from a list of compatible word types. Am I misunderstanding?
- Robin_Message 3y agoIt only has probability 0 or 1/n, where n is the number of compatible next words. There are no numbers in https://github.com/adamjgrant/Tiny-Predictive-Text/blob/main/dict.js https://github.com/adamjgrant/Tiny-Predictive-Text/blob/main... A Markov chain could express probabilities like completing "the original" to -> "poster" (0.1), -> "McCoy" (0.2), -> "and best" (0.7) which I don't think this does. But I am tired and maybe also misunderstanding.
- dartos 3y agoIs a Markov chain where every state has an equal probability not a Markov chain? Kind of splitting hairs here I guess, but I genuinely don’t know.