References in zbMATH (referenced in 17 articles )

Showing results 1 to 17 of 17.
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  1. Ahmadi, Seyed Saeed; Li, Johnny Siu-Hang: Coherent mortality forecasting with generalized linear models: a modified time-transformation approach (2014)
  2. Santos-Fernández, Edgar: Multivariate statistical quality control using R. (2012)
  3. Yap, B.W.; Sim, C.H.: Comparisons of various types of normality tests (2011)
  4. Brandão de Oliveira, Humberto César; Vasconcelos, Germano Crispim: A hybrid search method for the vehicle routing problem with time windows (2010)
  5. Romão, Xavier; Delgado, Raimundo; Costa, Aníbal: An empirical power comparison of univariate goodness-of-fit tests for normality (2010)
  6. Farrell, Patrick J.; Salibian-Barrera, Matias; Naczk, Katarzyna: On tests for multivariate normality and associated simulation studies (2007)
  7. Jacqmin-Gadda, Hélène; Sibillot, Solenne; Proust, Cécile; Molina, Jean-Michel; Thiébaut, Rodolphe: Robustness of the linear mixed model to misspecified error distribution (2007)
  8. Jurečková, Jana; Picek, Jan: Shapiro-Wilk-type test of normality under nuisance regression and scale (2007)
  9. Lada, Emily K.; Wilson, James R.: A wavelet-based spectral procedure for steady-state simulation analysis (2006)
  10. Pardoe, Iain: Applied regression modeling: A business approach. (2006)
  11. Indra-Payoong, Nakorn; Kwan, Raymond S.K.; Proll, Les: Rail container service planning: a constraint-based approach (2005)
  12. Jurečková, Jana; Picek, Jan; Sen, Pranab Kumar: Goodness-of-fit test with nuisance regression and scale (2003)
  13. Tew, Jeffrey D.; Wilson, James R.: Validation of simulation analysis methods for the Schruben-Margolin correlation-induction strategy (1992)
  14. Eslinger, Paul W.; Woodward, Wayne A.: Minimum Hellinger distance estimation for normal models (1991)
  15. Balci, Osman; Sargent, Robert G.: Validation of simulation models via simultaneous confidence intervals (1984)
  16. Wilson, James R.: Variance reduction techniques for digital simulation (1984)
  17. Royston, J.P.: An extension of Shapiro and Wilk’s W test for normality to large samples (1982)