Comments (2)
There is no model fitting on data here like in traditional statistical or machine learning problems. As such there is also no convergence criteria to be met either. The model implemented here uses an approximation of a generalized Bradley-Terry model with variance parameters. As such the rules are analytic, finite and closed form.
For more details, see this paper.
Does this answer your question?
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My knowledge in this area is rudimentary hence the ask. DOTA uses Glicko model but has a confidence score as well. So I was just wondering if there is a way to determine it using these models too? Otherwise, I was thinking of assessing it by looking at the variance parameter squeezing down to a certain value or rate of change in the ordinal value.
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Related Issues (20)
- mu=0 results in mu=25
- Software Paper Review: Suggestions for Clarity and Completeness HOT 2
- Community guidelines for reporting issues and support queries
- Documenting how to access data for benchmarking
- Clearer statement of need in documentation
- predict_win and predict_rank do not work on 2x2 and more games HOT 1
- Possibility for parameter for how ratings and win chances adjust for uneven teams HOT 16
- Guidance on matchmaking HOT 7
- Add all contributors HOT 23
- Tournament Interface HOT 1
- Are `predict_win` and `predict_draw` functions accidentally using Thurstone-Mosteller specific calculations? HOT 2
- Documentation Theme and SEO
- Improve Documentation
- Full Strict Typing
- Automatic Test Generation and Parameterization HOT 1
- Fully Vectorized HOT 1
- Create Citation Files
- Model Agnostic API
- Add 3.10 for PyPy
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