--------------------------------------- BETA - GAUSS1 ---------------------------------------

NLS Y B1*EXP( -B2*X )+B3*EXP( -(X-B4)**2/B5**2 )+B6*EXP(-(X-B7)**2/B8**2 )  / INPUTB B1=97.0 B2=0.009 B3=100.0 B4=65.0 B5=20.0 B6=70.0  B7=178.0 B8=16.5




    NONLINEAR LEAST SQUARES ESTIMATION
NONLINEAR EQUATION = B1*EXP(-B2*X)+B3*EXP(-(X-B4)**2/B5**2)+B6*EXP(-(X-B7)**2/B8**2)
ANALYTIC DERIVATIVES
MAXIMUM NUMBER OF DIGITS OF CONVERGENCE OF SUM OF SQUARED RESIDUALS  16.
ACTUAL NUMBER OF DIGITS OF CONVERGENCE OF SUM OF SQUARED RESIDUALS  16.
MAXIMUM NUMBER OF ITERATIONS  100
ACTUAL NUMBER OF ITERATIONS  6

DEPENDENT VARIABLE IS   Y
RESULTS OUTPUT # 4
OBSERVATIONS FROM  1 TO  250 

USING STARTING VALUES
---------------------
B1                             97
B2                             .009
B3                             100
B4                             65
B5                             20
B6                             70
B7                             178
B8                             16.5

USING ALGORITHM GAUSS-NEWTON
NUMBER OF OBSERVATIONS    250           DEGREES OF FREEDOM   242
R**2                      .9969623      R**2 ADJ             .9968745
UNCENTERED R**2           .9990247      MEAN OF DEP VAR      60.53139
F-TEST MAY BE INVALID-SEE MANUAL
F TEST                    9928.015      PROB OF F TEST       0
DURBIN-WATSON             2.108397      DURBIN'S H           0
R**2 TIMES N              249.2406      VARIANCE OF ESTIMATE 5.437282
SUM OF SQUARED RESID      1315.822      SEE OR RMSE          2.331798
SUM OF ABS(RES)           451.1702      RHO                 -5.641498E-02
LOG(LIKELIHOOD)          -562.329       SCHWARZ CRITERION   -584.4149
AKAIKE CRITERION         -570.329       STD DEV OF DEP VAR   41.70884

NAME                   COEFFICIENT     STD. ERR.  T-RATIO     SIGNIF
----------------------------------------------------------------------
B1                    98.77821      .5752732      171.7066     0.000000
B2                    1.049728E-02  1.140629E-04  92.03061     0.000000
B3                    100.4899      .5883178      170.8089     0.000000
B4                    67.48111      .1046059      645.0983     0.000000
B5                    23.12977      .1743995      132.6252     0.000000
B6                    71.9945       .6262279      114.9653     0.000000
B7                    178.998       .1243699      1439.24      0.000000
B8                    18.38939      .2013431      91.33358     0.000000

--------------------------------------- NIST - GAUSS1 ---------------------------------------

          STARTING VALUES                  CERTIFIED VALUES

        START 1     START 2           PARAMETER     STANDARD DEVIATION
  B1 =    97.0        94.0         9.8778210871E+01  5.7527312730E-01
  B2 =     0.009       0.0105      1.0497276517E-02  1.1406289017E-04
  B3 =   100.0        99.0         1.0048990633E+02  5.8831775752E-01
  B4 =    65.0        63.0         6.7481111276E+01  1.0460593412E-01
  B5 =    20.0        25.0         2.3129773360E+01  1.7439951146E-01
  B6 =    70.0        71.0         7.1994503004E+01  6.2622793913E-01
  B7 =   178.0       180.0         1.7899805021E+02  1.2436988217E-01
  B8 =    16.5        20.0         1.8389389025E+01  2.0134312832E-01

RESIDUAL SUM OF SQUARES:                    1.3158222432E+03
RESIDUAL STANDARD DEVIATION:                2.3317980180E+00
DEGREES OF FREEDOM:                               242
NUMBER OF OBSERVATIONS:                           250