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Registration open for Discovery Summit Europe. User Group Members benefit from a 25% discount with the code: DSEUgroup24
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anspen
Staff

Twin Cities JMP User Group Meeting on Friday, February 19 @ Noon Central

The next Twin Cities JMP User Group Meeting is taking place on Friday, February 19 at Noon Central. The agenda:

 

  • Welcome and introductions
  • Demonstrations and discussion from local JMP users:
    • Seagate – Orthogonal Regression
    • 3M – Split plot DOE
    • Ecolab - Graph Builder leading practices including how to add images to visualizations
  • What to expect from JMP 16 (scheduled release in March 2021)

To register for the event click on the following link:  https://sas.zoom.us/meeting/register/tJ0ocO2oqjoiGtBdcOP5sN_wiqd2T11y8YPZ

1 REPLY 1
ted_ellefson
Level III

Re: Twin Cities JMP User Group Meeting on Friday, February 19 @ Noon Central

Presentation from the Feb 19, 2021 event on Orthogonal Regression.  We have successfully used this approach for gage to gage correlations.

  • Why would we want to do Orthogonal Regression?
  • What are the computational differences between ordinary least squares (OLS) and Orthogonal Regression
  • Perform an Orthogonal Regression study using JMP
  • A method originally attributed to W. Edwards Deming takes into account the error in both variables.
  • The result is completely invertible! It does not matter which is the “x” variable and which is the “y” variable.
  • The method is referred to as “orthogonal regression” (regression when both input and output have variability).
  • Creates a simple linear relationship only (no higher order terms): x2 = bx1 + a
  • Requires only a knowledge (or estimate) of the ratio of the error in y to the error in x.

Please feel free to contact me with any comments or questions.  

Many thanks to those who contributed to this presentation over the years: Lyle Dockendorf, Joe Liu, Jim Gillard, Hugh Quinn, and Brenda Scott.

  • Orthogonal Regression uses an approach that minimizes the sum of the squared perpendicular differences
  • Requires that you specify the ratio of the variance of the error in X and Y