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  Search result  Your search for [author]Johnson, Norman Lloyd returned 16 records.  
 
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  Book Discrete multivariate distributions.

by Johnson, Norman Lloyd.; New York: Wiley, 1997.

Subject: Distribution (Probability theory).

 
     
Relevance: 23.37%
 
     
  Book Inspection errors for attributes in quality control.

by Johnson, Norman Lloyd; London: Chapman & Hall, 1991.

Subject: Sampling (Statistics); Distribution (Probability theory); Quality control -- Statistical methods.

 
     
Relevance: 23.37%
 
     
  Book Continuous univariate distributions.

by Johnson, Norman Lloyd; New York: Wiley.

Subject: Distribution (Probability theory).

 
     
Relevance: 23.37%
 
     
  Book Continuous multivariate distributions.

by Johnson, Norman Lloyd; New York: Wiley, 1972.

Subject: Distribution (Probability theory); Multivariate analysis.

 
     
Relevance: 23.37%
 
     
  Book Urn models and their application : an approach to modern discrete probability theory.

by Johnson, Norman Lloyd; New York: Wiley, 1977.

Subject: Probabilities; Distribution (Probability theory).

 
     
Relevance: 23.37%
 
     
  Book Statistics and experimental deisgn in engineering and the physical sciences.

by Johnson, Norman Lloyd; New York: Wiley, 1964.

Subject: Mathematical statistics; Experimental design.

 
     
Relevance: 23.37%
 
     
  Book Continuous univariate distributions.

by Johnson, Norman Lloyd; New York: Houghton Mifflin Co., 1970.

Subject: Distribution ( Probability theory).

 
     
Relevance: 21.88%
 
     
  Book Statistics and experimental design in engineering and the physical sciences.

by Johnson, Norman Lloyd; New York: Wiley, 1964.

Subject: Experimental design; Mathematical statistics.

 
     
Relevance: 21.88%
 
     
  Book Discrete distributions.

by Johnson, Norman Lloyd; Boston: Houghton Mifflin, 1969.

Subject: Distribution (Probability theory).

 
     
Relevance: 21.88%
 
     
  Book Continuous multivariate distributions /Samuel Kotz, N. Balakrishnan, Norman L. Johnson.

by Kotz, Samuel.; New York: Wiley, 2000.

Subject: Distribution (Probability theory); Multivariate analysis.

 
     
Relevance: 21.82%
 
     
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