[ 1] Denn is J E, Gay D M, W elsch R E. An adaptive non linear least-squares algorithm [ J]. ACM Transac tions onM a th Softw are, 1981( 7): 348-368.
[ 2] Denn is J E, Gay D M, W elsch R E. Algor ithm s 573 NL2SOL- an adaptive non linear least a lgo rithm E4[ J]. ACM T ransactions on M ath Softw are, 1981( 7): 369-383.
[ 3] Dav idonW C. Con ic approx im ation and co llinear sca ling fo r optim izers[ J]. SIAM J Num er Ana, 1980( 17) : 268-281.
[ 4] H an Q M, Sheng S B. Con icm ode l algorithm s for non linear least-squares prob lem s[ J]. Nume ricalM athem atics, A Journal o f Ch ineseUn ive rs ities, 1995( 1): 48-59.
[ 5] Yuan Y, SunW. Optim ization Theory andM e thods[M ] . B eijing: Sc ience Press, 1997.
[ 6] Zhang X S, Zhang J L, L iao L Z, et a.l An adaptive trust reg ion me thod and its converg ence[ J]. Sc ience in Ch ina ( SeriesA ), 2002, 45: 620-631.
[ 7] Schnabel R B, Eskow E. A new m od ified cho lesky factoriza tion[ J]. SIAM Journa l on Scien tific Com puting, 1990( 11):1 136-1 158.
[ 8] Moré J J, Garbow B S, H illstrom K E. Testing unconstra ined optim ization so ftw are[ J]. ACM T ransM ath So ftw are, 1981,7( 1): 17-41.
[ 9] S teihaug T. The con jug ate g radien tm ethod and trust reg ion in la rge sca le optim iza tion[ J] . S IAM J Nume rAna,l 1983( 20):
626-637.