entropy

49 triples

GPTKB property

hasEntropy

Subject	Object
gptkb:Bernoulli_random_variable	-p log p - (1-p) log (1-p)
gptkb:Negative_binomial_distribution	Depends on r and p, no simple closed form
gptkb:Normal_Distribution	0.5*ln(2πeσ^2)
gptkb:exponential_distribution	1 - ln(lambda)
gptkb:normal_distribution_(precision_parameter)	(1/2) * log(2πe/τ)
gptkb:Beta_distribution	log B(alpha, beta) - (alpha-1)psi(alpha) - (beta-1)psi(beta) + (alpha+beta-2)psi(alpha+beta)
gptkb:Normal_distribution	0.5*ln(2πeσ^2)
gptkb:Dirichlet_distribution	function of alpha vector and digamma function
gptkb:Standard_Normal_Distribution	0.5*ln(2πe)
gptkb:standard_multivariate_normal_distribution	(n/2)(1+ln(2π))
gptkb:bernoulli_distribution	-p log p - (1-p) log (1-p)
gptkb:Bernoulli_distribution	-p log(p) - (1-p) log(1-p)
gptkb:exponential_distribution_(when_k=1)	1 - ln(λ)
gptkb:Chi-squared_distribution	Depends on k, involves digamma and gamma functions
gptkb:Normal_distribution_(standard_parameterization)	0.5*ln(2πeσ^2)
gptkb:Schwarzschild_black_hole_(if_charge_is_zero)	proportional to area
gptkb:Kerr–Newman_black_hole	gptkb:Bekenstein–Hawking_entropy
gptkb:Gumbel_distribution	ln(β) + γ + 1
gptkb:Categorical_distribution	-Σ p_i log p_i
gptkb:Gamma_distribution	k + ln(θΓ(k)) + (1-k)ψ(k)