Ranking Independent Variables in Linear Models
Ranking Independent Variables in Linear Models
参考文献3
-
1D.Y. Huang, Selection procedures in linear models, Journal of Statistical Planning and Inference 54 (1996) 271-273.
-
2D. Harrison, D.L. Rubinfeld, Hedonic prices and the demand for clean air, Journal of Environmental Economics & Management 5 (1978) 81-102.
-
3C.C. Lin, D.Y. Huang, Multiple decision procedures for normal variances, Communication in Statistics Series B, - Simulation and Computation 36 (2) (2007) 265-275.
-
1张和平.COMPARISON OF LINEAR MODELS[J].Chinese Science Bulletin,1987,32(19):1365-1366.
-
2顾致平,李霞.模态综合法精度分析[J].四川建材,2014,40(6):65-66.
-
3王松桂.COMPARISON OF LINEAR MODELS ON AN ESTIMABLE SUBSPACE[J].Chinese Science Bulletin,1984,29(12):1570-1574.
-
4孙昱,姚佩阳,万路军,申健,钟赟.Ranking important nodes in complex networks by simulated annealing[J].Chinese Physics B,2017,26(2):42-47. 被引量:3
-
5朱平,邢汉承,何新贵.A New Method of Ranking Fuzzy Number Based on α-Cut[J].Journal of Southeast University(English Edition),1998,14(2):73-77.
-
6赵林城.ASYMTOTIC EXPANSIONS OF THE ESTIMATION OF ERROR VARIANCE IN LINEAR MODELS[J].Chinese Science Bulletin,1981,26(5).
-
7李国英,吴启光.ADMISSIBILITY OF QUADRATIC ESTIMATES OF ERROR VARIANCE IN LINEAR MODELS[J].Chinese Science Bulletin,1980,25(7).
-
8Tim Patten.易于使用和安装的质量流量计——高准增强型ELITE质量流量计[J].流程工业,2006(8):52-53.
-
9WANG Songgui(Institute of Statistics, Beijing Polytechnic University, Beijing 100022, China)(Institute of Applied of Mathematics, Academia Sinica, Beijing 100080, China)YANG Zhenhai(Institute of Statistics, Beijing Polytechnic University, Beijing 100022,.A TEST FOR SPHERICITY OF ERRORS IN LINEAR MODELS[J].Systems Science and Mathematical Sciences,1997,10(3):202-207. 被引量:1
-
10陈建宝,詹金龙.THE RELATIVE EFFICIENCIES OF LEAST SQUARES IN LINEAR MODELS[J].Acta Mathematica Scientia,1994,14(S1):103-109.