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decus_20tap4_198111
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decus/20-0101/nonlin.exe
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0 Z L =1 =2 ;( =E =3 =D =E~` ;* = 2 \ =* =B =. =W =W =E =3 =E =- =A =0 =1 =2 =D 0 Z =* 2 \ =B =. =E =0 =1 =E~0 0 Z ;* = =* L =E ` t 2 \ T8 =B =2 =3 =3 =E =- =A =0 =1 =2 =D =D~0 0 Z ;* = =* L =E ` t 2 \ _C =B =2 =3 =3 =E =- =A =0 =1 =2 =D =D~0 0 Z ;* = =* L =E ` t 2 \ _ =B =2 =3 =3 =E =- =A =0 =1 =2 =D =D~0 0 Z ;* = =* L =E ` t 2 \ ^[ =B =2 =3 =3 =E =- =A =0 =1 =2 =D =D~0 0 Z ;* = =* L =E ` t 2 \ Ss =B =2 =3 =3 =E =- =A =0 =1 =2 =D =D~@ =E 0 Z ;* = =* L ` t =0 =C =1 =3 =2 =3 =E =- =A =0 =1 =2 =D =DX =E =F $ =0 X =L X =E =S @ =* (//30H0NONLINWOOD - DEC VERSION 1979/17H0NONLINEAR LEAST-,29HSQUARES CURVE-FITTING PROGRAM//) (31H NONLINEAR ESTIMATION, ,5A4/23H NUMBER OF OBSERVATIONS,I5/23H NUMBER OF COEFFICIENTS,I5/16H STARTING LAMBDA,F16.3/15H STARTING NU ,F17.3/22H MAX NO. OF ITERATIONS,I6//) (31H1NONLINEAR ESTIMATION, ,5A4/23H NUMBER OF OBSERVATIONS,I5/23H NUMBER OF COEFFICIENTS,I5/16H STARTING LAMBDA,F16.3/15H STARTING NU ,F17.3/22H MAX NO. OF ITERATIONS,I6//) (35H0INITIAL VALUES OF THE COEFFICIENTS)(8(4X,I2,6X)) (10(4X,I2,6X)) (1H ,1P6E12.5) (1H0,1P10E12.5)(53H0PROPORTIONS USED IN CALCULATING DIFFERENCE QUOTIENTS) (24H0INITIAL SUM OF SQUARES:,1PE12.4) (///35X,13HITERATION NO.,I4) (52H0EIGENVALUES OF MOMENT MATRIX - PRELIMINARY ANALYSIS) (13H0DETERMINANT:,1PE12.4) (25H0ANGLE IN SCALED. COORD,=,F5.2,8H DEGREES) (23H0VALUES OF COEFFICIENTS) (1H ,1P10E12.5)(16H0SUM OF SQUARES:,1PE12.4) (8H0LAMBDA:,1PE10.3,20X,27HSUM OF SQUARES AFTER LEAST-,12HSQUARES FIT:,1PE12.4) (54H0ITERATION STOPS - RELATIVE CHANGE IN EACH COEFFICIENT,11H LESS THAN:,1PE12.4) (63H0ITERATION STOPS ---------- CHANGE IN SUM OF SQUARES LESS THAN:,1PE12.4) (40H0NUMBER OF ITERATIONS EXCEEDS MAXIMUM OF,I4) (19H0CORRELATION MATRIX) (3X,7(4X,I2,5X)) (3X,10(4X,I2,5X)) (I3,7(2X,F7.4,2X)) (I3,10(2X,F7.4,2X)) (1H1,28X,45HNONLINEAR LEAST-SQUARES CURVE-FITTING PROGRAM//1X,5A4,2X,9HDEP.VAR.:,1X,7HMIN Y =,1PE10.3,2X,8HMAX Y = ,1PE10.3,2X,10HRANGE Y = ,1PE10.3/)(1H ,18X,18A4) (19X,22HOBSERVATIONS DELETED: ,7(A6,2X),7(/41X,7(A6,2X))) (19X,24HOBSERVATIONS NOT FOUND: ,7(A6,2X),7(/43X,7(A6,2X))) (1H0,62X,21H95% CONFIDENCE LIMITS/1X,10HIND.VAR(I),3X,4HNAME,5X,9HCOEF.B(I),6X,10HS.E. COEF ,4X,7HT-VALUE,4X,22HLOWER UPPER)(1H ,4X,I2,6X,A4,A2,2X,1PE12.5,5X,1PE9.2,4X,0PF6.1,5X,1PE9.2,5X,1PE9.2) (20H0NO. OF OBSERVATIONS,11X,I5) (20H NO. OF COEFFICIENTS,11X,I5) (28H RESIDUAL DEGREES OF FREEDOM,4X,I4) (26H RESIDUAL ROOT MEAN SQUARE,3X,F16.8)(21H RESIDUAL MEAN SQUARE,8X,F16.8)(24H RESIDUAL SUM OF SQUARES,5X,F16.8) (1H1,18HEND OF PROBLEM ,5A4) (1H0,11H***ERROR***/32H0EXCESSIVE NUMBER OF VARIABLES. ,36H PROGRAM DIMENSIONED FOR MAXIMUM OF ,I3) (1H0,11H***ERROR***/35H0EXCESSIVE NUMBER OF COEFFICIENTS. ,36H PROGRAM DIMENSIONED FOR MAXIMUM OF ,I3) (1H0,11H***ERROR***/26H0LESS THAN 2 COEFFICIENTS.)(1H0,11H***ERROR***/35H0EXCESSIVE NUMBER OF OBSERVATIONS. ,36H PROGRAM DIMENSIONED FOR MAXIMUM OF ,I4) (1H0,11H***ERROR***/55H0NUMBER OF COEFFICIENTS EXCEEDS NUMBER OF OBSREVATIONS.) (1H0,11H***ERROR***/33H0EXCESSIVE NUMBER OF ITERATIONS. ,44H PROGRAM LIMIT SWITCH SET FOR MAXIMUM OF 100)(1H0,11H***ERROR***/36H0STOP CRITERIA IS NEGATIVE. STOPSS =,F12.7,10H, STOPRC =,F12.7) (1H0,11H***ERROR***/12H0COEFFICIENT,I4,18H HAS NEGATIVE SIGN) _P 0 P !\Rw$='E=WN(! F]^B T=8):s\-6+8-3U<c\O.: \ Kq !p @ >| !p @ ?W !p @ F !p @ ?P !p @ IZ !p @ IX !p @ >~ p @ I\ !p @ ? !p @ ?U !p @ IR !p @ I5 !p @ ?[ !p @ ?8 p @ F p @ ?p !p @ F p @ ?r p @ IR p @ ? p
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qgUU"+ qa+D ov0qi@` + qa 6 p + qa+ qfAttempt to raise negative double precision number to non-integer power x qCIFGp =p + qwIFI7@p + r
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