24个希腊字母表

大写 小写 英文名 IPA(英式) 中文谐音 常见场景例句 LaTeX
Α α Alpha /ˈælfə/ 阿尔法 “Set the learning rate α = 0.01.” \alpha
Β β Beta /ˈbiːtə/ 贝塔 “The regression coefficient β₁ is significant.” \beta
Γ γ Gamma /ˈɡæmə/ 伽马 “Apply Gamma distribution as a prior.” \gamma
Δ δ Delta /ˈdɛltə/ 德尔塔 “The difference Δ equals the gradient step.” \delta
Ε ε Epsilon /ˈɛpsɪlɒn/ 艾普西隆 “Add a small error term ε to avoid division by zero.” \epsilon
Ζ ζ Zeta /ˈziːtə/ 泽塔 “The Riemann zeta function appears in regularization.” \zeta
Η η Eta /ˈiːtə/ 伊塔 “Set the learning rate η = 0.001.” \eta
Θ θ Theta /ˈθiːtə/ 西塔 “Optimize the parameter θ via gradient descent.” \theta
Ι ι Iota /aɪˈoʊtə/ 艾欧塔 “The change is tiny, iota-scale.” \iota
Κ κ Kappa /ˈkæpə/ 卡帕 “Use the condition number κ to check matrix stability.” \kappa
Λ λ Lambda /ˈlæmdə/ 兰姆达 “Apply L2 regularization with weight λ = 0.1.” \lambda
Μ μ Mu /mjuː/ “The mean μ of the Gaussian distribution is zero.” \mu
Ν ν Nu /njuː/ “Set degrees of freedom ν = 5.” \nu
Ξ ξ Xi /zaɪ/ 或 /ksaɪ/ 赛(或克赛) “The random noise ξ follows a normal distribution.” \xi
Ο ο Omicron /ˈɒmɪkrɒn/ 奥密克戎 “Omicron is rarely used, just a placeholder.” \omicron
Π π Pi /paɪ/ “The constant π = 3.14159 appears in prior.” \pi
Ρ ρ Rho /roʊ/ “Compute the correlation coefficient ρ.” \rho
Σ σ Sigma /ˈsɪɡmə/ 西格马 “Sum over all samples: Σ (yᵢ - ŷᵢ)².” \sigma
Τ τ Tau /tɔː/ 或 /taʊ/ “Use Kendall’s rank correlation τ.” \tau
Υ υ Upsilon /ʌpˈsaɪlən/ 阿普塞隆 “Upsilon is uncommon, used in particle physics.” \upsilon
Φ φ Phi /faɪ/ “The activation function is φ(x) = sigmoid.” \phi
Χ χ Chi /kaɪ/ “Calculate the Chi-squared statistic χ².” \chi
Ψ ψ Psi /saɪ/ “The wave function ψ in quantum ML.” \psi
Ω ω Omega /oʊˈmeɡə/ 奥米伽 “The parameter space Ω is high-dimensional.” \omega