1This is file chisgfex.men--Chi-Square Goodness of Fit (Continuous Dist.)
2
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4 1. Chi-Square Goodness of Fit (Exponential, Weibull, Gamma, Extreme Value)
5 2. <Distribution> CHI-SQUARE GOODNESS OF FIT Y
6 3.
7 4. Variable:
8 4. @CE 1 0 11 40 ? gui-variable
9 5.
10 6. Distribution:
11 7. @CE 2 1 11 40 Exponential
12 8. @CE 2 2 11 40 Truncated Exponential
13 9.                     m =
14 9. @CE 3 0 41 50 ?
1510.                     sd =
1610. @CE 4 0 41 50 ?
1711.                     x0 =
1811. @CE 5 0 41 50 ?
1912. @CE 2 3 11 40 Generalized Exponential
2013.                     lambda1 =
2113. @CE 6 0 41 50 ?
2214.                     lambda2 =
2314. @CE 7 0 41 50 ?
2415.                     s =
2515. @CE 8 0 41 50 ?
2616. @CE 2 4 11 40 Power Exponential
2717.                     alpha =
2817. @CE 9 0 41 50 ?
2918.                     beta =
3018. @CE 10 0 41 50 ?
3119.
3220. @CE 2 5 11 40 Weibull
3321.                     gamma =
3421. @CE 11 0 41 50 ?
3522.                     min(1) or max(2) =
3622. @CE 12 0 41 50 ?
3723. @CE 2 6 11 40 Exponentiated Weibull
3824.                     gamma =
3924. @CE 13 0 41 50 ?
4025.                     theta =
4125. @CE 21 0 41 50 ?
4226.
4327. @CE 2 7 11 40 Extreme Value Type I
4428. @CE 2 8 11 40 Extreme Value Type II
4529.                     gamma =
4629. @CE 14 0 41 50 ?
4730.                     min(1) or max(2) =
4830. @CE 15 0 41 50 ?
4931. @CE 2 9 11 40 Generalized Extreme Value
5031.                                       gamma =
5131. @CE 16 0 41 50 ?
5232.
5333. @CE 2 10 11 40 Gamma
5433.                                       gamma =
5533. @CE 17 0 41 50 ?
5634. @CE 2 11 11 40 Log Gamma
5734.                                       gamma =
5834. @CE 18 0 41 50 ?
5935. @CE 2 12 11 40 Generalized Gamma
6036.                     gamma =
6136. @CE 19 0 41 50 ?
6237.                     c =
6337. @CE 20 0 41 50 ?
6438. @CE 2 13 11 40 Inverted Gamma
6538.                     gamma =
6638. @CE 22 0 41 50 ?
6739. @CE 2 14 11 40 Geometric Extreme Exponential
6839.                     gamma =
6939. @CE 23 0 41 50 ?
7040. @CE 2 15 11 40 Inverted Weibull
7140.                     gamma =
7240. @CE 24 0 41 50 ?
7341.
7442. Subset/Except/For Specification:
7543. @CE 25 0 -20 50 *
7644.
7745. Generate the Chi-Square Goodness of Fit?
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79GR FE
80@IF 3 0 LET M = _3
81@IF 4 0 LET SD = _4
82@IF 5 0 LET X0 = _5
83@IF 6 0 LET LAMBDA1 = _6
84@IF 7 0 LET LAMBDA2 = _7
85@IF 8 0 LET S = _8
86@IF 9 0 LET ALPHA = _9
87@IF 10 0 LET BETA = _10
88@IF 11 0 LET GAMMA = _11
89@IF 12 0 LET GAMMA = _12
90@IF 13 0 SET MINMAX = _13
91@IF 14 0 LET GAMMA = _14
92@IF 15 0 SET MINMAX _15
93@IF 16 0 LET GAMMA = _16
94@IF 17 0 LET GAMMA = _17
95@IF 18 0 LET GAMMA = _18
96@IF 19 0 LET GAMMA = _19
97@IF 20 0 LET C = _20
98@IF 21 0 LET THETA = _21
99@IF 22 0 LET GAMMA = _22
100@IF 23 0 LET GAMMA = _23
101@IF 24 0 LET GAMMA = _24
102@IF 2 1 EXPONENTIAL  CHI-SQUARE GOODNESS OF FIT _1 _25
103@IF 2 2 TRUNCATED EXPONENTIAL  CHI-SQUARE GOODNESS OF FIT _1 _25
104@IF 2 3 GENERALIZED EXPONENTIAL  CHI-SQUARE GOODNESS OF FIT _1 _25
105@IF 2 4 POWER EXPONENTIAL  CHI-SQUARE GOODNESS OF FIT _1 _25
106@IF 2 5 WEIBULL CHI-SQUARE GOODNESS OF FIT _1 _25
107@IF 2 6 EXPONENTIATED WEIBULL CHI-SQUARE GOODNESS OF FIT _1 _25
108@IF 2 7 EXTREME VALUE TYPE I  CHI-SQUARE GOODNESS OF FIT _1 _25
109@IF 2 8 EXTREME VALUE TYPE II  CHI-SQUARE GOODNESS OF FIT _1 _25
110@IF 2 9 GENERALIZED EXTREME VALUE  CHI-SQUARE GOODNESS OF FIT _1 _25
111@IF 2 10 GAMMA CHI-SQUARE GOODNESS OF FIT _1 _25
112@IF 2 11 LOG GAMMA CHI-SQUARE GOODNESS OF FIT _1 _25
113@IF 2 12 GENERALIZED GAMMA CHI-SQUARE GOODNESS OF FIT _1 _25
114@IF 2 13 INVERTED GAMMA CHI-SQUARE GOODNESS OF FIT _1 _25
115@IF 2 14 GEOMETRIC EXTR EXPO CHI-SQUARE GOODNESS OF FIT _1 _25
116@IF 2 15 INVERTED GAMMA CHI-SQUARE GOODNESS OF FIT _1 _25
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118WEB HELP CHI-SQUARE GOODNESS OF FIT
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