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  - General information
  - Computational Routines
    - a02 (Complex Arithmetic)
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    - c05 (Roots of One or More Transcendental Equations)
    - c06 (Fourier Transforms)
    - d01 (Quadrature)
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    - f11 (Large Scale Linear Systems)
    - f16 (NAG Interface to BLAS)
    - g01 (Simple Calculations on Statistical Data)
      - g01 Introduction
      - g01aac (nag_summary_stats_1var)
      - g01adc (nag_summary_stats_freq)
      - g01aec (nag_frequency_table)
      - g01alc (nag_5pt_summary_stats)
      - g01bjc (nag_binomial_dist)
      - g01bkc (nag_poisson_dist)
      - g01blc (nag_hypergeom_dist)
      - g01cec (nag_deviates_normal_dist)
      - g01dac (nag_normal_scores_exact)
      - g01dcc (nag_normal_scores_var)
      - g01ddc (nag_shapiro_wilk_test)
      - g01dhc (nag_ranks_and_scores)
      - g01eac (nag_prob_normal)
      - g01ebc (nag_prob_students_t)
      - g01ecc (nag_prob_chi_sq)
      - g01edc (nag_prob_f_dist)
      - g01eec (nag_prob_beta_dist)
      - g01efc (nag_gamma_dist)
      - g01emc (nag_prob_studentized_range)
      - g01epc (nag_prob_durbin_watson)
      - g01erc (nag_prob_von_mises)
      - g01etc (nag_prob_landau)
      - g01euc (nag_prob_vavilov)
      - g01eyc (nag_prob_1_sample_ks)
      - g01ezc (nag_prob_2_sample_ks)
      - g01fac (nag_deviates_normal)
      - g01fbc (nag_deviates_students_t)
      - g01fcc (nag_deviates_chi_sq)
      - g01fdc (nag_deviates_f_dist)
      - g01fec (nag_deviates_beta)
      - g01ffc (nag_deviates_gamma_dist)
      - g01fmc (nag_deviates_studentized_range)
      - g01ftc (nag_deviates_landau)
      - g01gbc (nag_prob_non_central_students_t)
      - g01gcc (nag_prob_non_central_chi_sq)
      - g01gdc (nag_prob_non_central_f_dist)
      - g01gec (nag_prob_non_central_beta_dist)
      - g01hac (nag_bivariate_normal_dist)
      - g01hbc (nag_multi_normal)
      - g01jcc (nag_prob_lin_non_central_chi_sq)
      - g01jdc (nag_prob_lin_chi_sq)
      - g01mbc (nag_mills_ratio)
      - g01mtc (nag_prob_density_landau)
      - g01muc (nag_prob_density_vavilov)
      - g01nac (nag_moments_quad_form)
      - g01nbc (nag_moments_ratio_quad_forms)
      - g01ptc (nag_moment_1_landau)
      - g01qtc (nag_moment_2_landau)
      - g01rtc (nag_prob_der_landau)
      - g01zuc (nag_init_vavilov)
    - g02 (Correlation and Regression Analysis)
    - g03 (Multivariate Methods)
    - g04 (Analysis of Variance)
    - g05 (Random Number Generators)
    - g07 (Univariate Estimation)
    - g08 (Nonparametric Statistics)
    - g10 (Smoothing in Statistics)
    - g11 (Contingency Table Analysis)
    - g12 (Survival Analysis)
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    - h (Operations Research)
    - m01 (Sorting)
    - s (Approximations of Special Functions)
    - x01 (Mathematical Constants)
    - x02 (Machine Constants)
    - x04 (Input-Output Utilities)
  - Getting Started
  - Example Worksheet
エラーメッセージガイド
マニュアル
数学アプリ

g01 (Simple Calculations on Statistical Data)

Category Documents

Page 1 of 1

NAG/g01epc
Computes bounds for the significance of a Durbin–Watson statistic

NAG/g01jdc
String;

NAG/g01fac
Deviates for the Normal distribution

NAG/g01jcc
Vector(1..n, datatype=float[8]);

NAG/g01aec
Frequency table from raw data

NAG/g01adc
Mean, variance, skewness, kurtosis, etc., one variable, from frequency table

NAG/g01alc
Five-point summary (median, hinges and extremes)

NAG/g01aac
Mean, variance, skewness, kurtosis, etc., one variable, from raw data

NAG/g01cec
Deviate of Normal distribution function

NAG/g01fec
Deviates for the beta distribution

NAG/g01eec
Upper and lower tail probabilities and probability density function for the beta distribution

NAG/g01gec
Computes probabilities for the non-central beta distribution

NAG/g01bjc
Binomial distribution function

NAG/g01mtc
float;

NAG/g01rtc
float;

NAG/g01etc
float;

NAG/g01ptc
float;

NAG/g01ftc
float;

NAG/g01qtc
float;

NAG/g01muc
float;

NAG/g01euc
float;

NAG/g01zuc
Initialization function for g01muc (nag_prob_density_vavilov) and g01euc (nag_prob_vavilov)

NAG/g01fdc
float;

NAG/g01edc
String;

NAG/g01gdc
float;

NAG/g01ffc
Deviates for the gamma distribution

NAG/g01efc
Probabilities for the gamma distribution

NAG/g01blc
Hypergeometric distribution function

NAG/g01eyc
Computes probabilities for the one-sample Kolmogorov–Smirnov distribution

NAG/g01ezc
Computes probabilities for the two-sample Kolmogorov–Smirnov distribution

Page 1 of 1

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g01 (Simple Calculations on Statistical Data)

Category Documents