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Mattias Villani
Professor of Statistics at Stockholm University
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Mattias Villani
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Feb 10
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Bayesian inference for Exponential iid data
SDA3
The logarithm function
Function optimization
The exponential function
The Taylor approximation
A function and its derivatives
The derivative
Sampling distribution and likelihood function - Bernoulli model
Maximum likelihood for iid Poisson data
Confidence interval for a mean
Maximum likelihood - Bernoulli data
Bayesian inference for Bernoulli iid data
The Riemann integral
Maximum likelihood - Poisson regression
Hypothesis test for a mean in a normal population
Bayesian inference for Gaussian iid data with known variance
Hypothesis test for a mean - Type I and II errors
Bayesian inference for iid Poisson counts
Bayesian inference for Exponential iid data
Central limit theorem
Confidence interval for a proportion
Law of Large Numbers
Second derivative measures the curvature of a function
Also listed in…
Bayesian Learning
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colors
=
[
"#6C8EBF"
,
"#D6B656"
,
"#B85450"
,
"#006d77"
,
"#bf9d6c"
,
"#55a12a"
,
"#a6bbd8"
,
"#e6d399"
,
"#d49896"
,
"#66a7ad"
,
"#bf8d6c"
,
"#407d24"
]
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Mattias Villani
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Mattias Villani
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