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111篇 您的检索式:期刊名="Sankhya"
    题名 作者 年代 出处 被引量
1A modified Prony algorithm for sum of damped or undamped exponential signals显示文摘Kundu D 1994Sankhya Ser1994,56,:2
2Some results for the singular normal multivariate regression models显示文摘Khatri C G 1968Sankhya1968,,30:1
3Methodology based on the Li-norm in statistical inferences显示文摘Rao C R 1988Sankhya Series A1988,50,:1
4Incorporating information on neighboring coefficients into wavelet estimation显示文摘CAI T T SILVERMAN B W 2001Sankhya2001,63,2:1
5The use and interpretation of principal component analysis in applied research显示文摘Rao C R 1964Sankhya A1964,26,32:1
6On the M^x/G/1 Queue with a Waiting Server and Vacations 显示文摘Yechiali U 2004Sankhya2004,66,1:1
7Two sided confidence limits for P(X < Y) based on normal samples of X and Y 显示文摘Govindarazulu Z 1967Sankhya1967,129,:1
8Completeness, similar region, and unbiased estimation显示文摘Lehmann E L Scheffe H 1950Sankhya1950,10,:1
9Robust linear prediction in finite populations -a bayesian perspective显示文摘Bolfarine H Pereira C A B Rodrigues J 1987Sankhya (Series B)1987,49,:1
10Anthropometric sur- vey of the united province 显示文摘Mahalanobis P C Majumdar D N Rao C R 1949Sankhya1949,9,:1
11Optimal prediction of finite population regression coefficient显示文摘Bolfarine H Zaeks S Elian S N 1994Sankhya(Series B)1994,,56:1
12Optimal prediction of the finite populations regression coefficient显示文摘Bolfarine H Zacks S 1994Sankhya (Series B)1994,56,:1
13Statistical inference in nonli-near regression under heteroscedasticity显示文摘Lim C Sen P K Peddada S D 2010Sankhya B2010,72,:1
14Smooth regression analysis显示文摘Watson G S 1961Sankhya Set1961,26,:1
15Incorporating information on neighboring coefficients into wavelet estimation显示文摘Cai T T Silverman 2001Sankhya2001,63,:1
16The linear minimax predictor in finite populations under quadratic loss function显示文摘Yu Sheng-hua 2003Sankhya(Series B)2003,65,3:1
17Optimal prediction of finite populations regression cofficient显示文摘Bolfarine H Zacks S Elian S N 1994Sankhya :Series B1994,56,:1
18Linear prediction in finite populations-a Bayesian perspec-tive显示文摘Bolfarine H Pereira C A B Rodrigues J 1987Sankhya (Series B)1987,49,:1
19Bayesian quantile regression: an appication to the wage distribution in 1990s Britain 显示文摘Yu K Philipe G Zhang J 2005Sankhya2005,67,:1
20Uniform integrability in the Cesaro sense and the weak law of large numbers显示文摘Chandra T K 1989Sankhya Ser A1989,51,:1
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