Matches in DBpedia 2015-10 for { ?s <http://dbpedia.org/property/pdfImage> ?o }
- Arcsine_distribution pdfImage "350".
- Balding–Nichols_model pdfImage "352".
- Beta_distribution pdfImage "325".
- Beta_prime_distribution pdfImage "325".
- Beta_rectangular_distribution pdfImage "352".
- Binomial_distribution pdfImage "300".
- Burr_distribution pdfImage "325".
- Cauchy_distribution pdfImage "(The purple curve is the standard Cauchy distribution)".
- Cauchy_distribution pdfImage "300".
- Chi-squared_distribution pdfImage "321".
- Chi_distribution pdfImage "325".
- Dagum_distribution pdfImage "325".
- Delaporte_distribution pdfImage "325".
- Delaporte_distribution pdfImage "When and are 0, the distribution is the Poisson.".
- Delaporte_distribution pdfImage "When is 0, the distribution is the negative binomial.".
- Dirichlet_distribution pdfImage "325".
- Erlang_distribution pdfImage "325".
- Exponential-logarithmic_distribution pdfImage "300".
- Exponentially_modified_Gaussian_distribution pdfImage "360".
- F-distribution pdfImage "325".
- Fréchet_distribution pdfImage "325".
- Gompertz_distribution pdfImage "(Note: b=0.4, β=3)".
- Gompertz_distribution pdfImage "325".
- Gamma_distribution pdfImage "325".
- Generalized_Pareto_distribution pdfImage "325".
- Generalized_Pareto_distribution pdfImage "PDF for and different values of and".
- Generalized_inverse_Gaussian_distribution pdfImage "325".
- Generalized_normal_distribution pdfImage "325".
- Geometric_distribution pdfImage "450".
- Gompertz_distribution pdfImage "(Note: b=2.322)".
- Gompertz_distribution pdfImage "325".
- Gumbel_distribution pdfImage "325".
- Half-logistic_distribution pdfImage "325".
- Harmonic_distribution pdfImage "350".
- Hermite_distribution pdfImage "The horizontal axis is the index k, the number of occurrences. The function is only defined at integer values of k. The connecting lines are only guides for the eye.".
- Hermite_distribution pdfImage File:PMF_Hermite.jpg.
- Holtsmark_distribution pdfImage "(Symmetric α-stable distributions with unit scale factor; α=1.5 represents the Holtsmark distribution)".
- Holtsmark_distribution pdfImage "325".
- Hyperbolic_secant_distribution pdfImage "325".
- Inverse-chi-squared_distribution pdfImage File:Inverse_chi_squared_density.png.
- Inverse-gamma_distribution pdfImage "325".
- Inverse_Gaussian_distribution pdfImage "325".
- Irwin–Hall_distribution pdfImage "276".
- Kumaraswamy_distribution pdfImage "325".
- Laplace_distribution pdfImage "325".
- Log-Cauchy_distribution pdfImage "275".
- Log-logistic_distribution pdfImage File:Loglogisticpdf.svg.
- Log-normal_distribution pdfImage "(Some log-normal density functions with identical location parameter but differing scale parameters )".
- Log-normal_distribution pdfImage "300".
- Logarithmic_distribution pdfImage "300".
- Logistic_distribution pdfImage "320".
- Logit-normal_distribution pdfImage "325".
- Lévy_distribution pdfImage "325".
- Multivariate_normal_distribution pdfImage "(Many samples from a multivariate normal distribution, shown along with the 3-sigma ellipse, the two marginal distributions, and the two 1-d histograms.)".
- Multivariate_normal_distribution pdfImage "300".
- Multivariate_stable_distribution pdfImage "(Heatmap showing a Multivariate stable distribution with α = 1.1)".
- Multivariate_stable_distribution pdfImage "220".
- Nakagami_distribution pdfImage "325".
- Noncentral_chi-squared_distribution pdfImage "325".
- Noncentral_t-distribution pdfImage "325".
- Normal_distribution pdfImage "(The red curve is the standard normal distribution)".
- Normal_distribution pdfImage "350".
- Pareto_distribution pdfImage "(Pareto Type I probability density functions for various α with xm = 1. As α → ∞ the distribution approaches δ where δ is the Dirac delta function.)".
- Pareto_distribution pdfImage "325".
- Poisson_distribution pdfImage "325".
- Poisson_distribution pdfImage "The horizontal axis is the index k, the number of occurrences. λ is the expected value. The function is defined only at integer values of k. The connecting lines are only guides for the eye.".
- Q-Gaussian_distribution pdfImage "325".
- Q-Weibull_distribution pdfImage "350".
- Q-exponential_distribution pdfImage "325".
- Raised_cosine_distribution pdfImage "325".
- Rayleigh_distribution pdfImage "325".
- Rice_distribution pdfImage "325".
- Scaled_inverse_chi-squared_distribution pdfImage "250".
- Shifted_Gompertz_distribution pdfImage "325".
- Shifted_log-logistic_distribution pdfImage File:Shiftedloglogisticpdf.svg.
- Skellam_distribution pdfImage "(Examples of the probability mass function for the Skellam distribution. The horizontal axis is the index k. )".
- Skellam_distribution pdfImage "325".
- Skew_normal_distribution pdfImage "325".
- Slash_distribution pdfImage "275".
- Stable_distribution pdfImage "(Skewed centered stable distributions with unit scale factor)".
- Stable_distribution pdfImage "(Symmetric α-stable distributions with unit scale factor)".
- Stable_distribution pdfImage "325".
- Students_t-distribution pdfImage "325".
- Triangular_distribution pdfImage "325".
- Truncated_distribution pdfImage "300".
- Truncated_normal_distribution pdfImage "300".
- Tukey_lambda_distribution pdfImage "325".
- U-quadratic_distribution pdfImage "325".
- Uniform_distribution_(continuous) pdfImage "250".
- Uniform_distribution_(discrete) pdfImage "(n = 5 where n = b − a + 1)".
- Uniform_distribution_(discrete) pdfImage "325".
- Van_Houtum_distribution pdfImage "325".
- Voigt_profile pdfImage "(Plot of the centered Voigt profile for four cases. Each case has a full width at half-maximum of very nearly 3.6. The black and red profiles are the limiting cases of the Gaussian and the Lorentzian profiles respectively. )".
- Voigt_profile pdfImage "325".
- Von_Mises_distribution pdfImage "(The support is chosen to be [−{{pi}},{{pi}}] with μ = 0)".
- Von_Mises_distribution pdfImage "325".
- Weibull_distribution pdfImage "325".
- Wigner_semicircle_distribution pdfImage "325".
- Wrapped_Cauchy_distribution pdfImage "(The support is chosen to be [-π,π)|] cdf_image =325px|Plot of the wrapped Cauchy CDF".
- Wrapped_Cauchy_distribution pdfImage "(The support is chosen to be [-π,π)|] parameters = Real".