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Latest Discussions

• [JMP12 JSL for Graph Builder] Failed to add new element into each position

  Hi, currently I hope to add new element into each position for my chart, chart with one X-axis and several Y-axes; so I use the code below: For(jj = 1, jj <= 20, jj++, gb << Elements( Position( 1, jj ), Points( X, Y , Legend( 1 )), Smoother( X, Y , Legend( 2 ) ) ); ); However, the chart created with this code still with 1 elements only, I right click the chart there are 2 elements shown though.W...

  Clanlope

  Discussions |

  Oct 7, 2024 7:53 PM

  1289 views | 4 replies

• Multiple versions of JMP - what to do with the old?

  Hi, I just noticed that installing JMP 17 did not remove JMP 16 from my computer, and while researching this, I realize that upgrading to JMP 18 will also maintain the already installed older versions.So, (1) why should I keep the older versions?(2) if I gain nothing from keeping them, how do I safely remove older versions after installing newer versions (on Mac)?Thanks.

  Shahar_JMP

  Discussions |

  Oct 7, 2024 1:41 PM

  862 views | 2 replies

• Extracting structured data in python and saving it as CSV is still faster than saving JMP tables.

  I have compared using python asyncio asynchronously to download data and save it to CSV faster than saving it to JMP tables.

  lala

  Discussions |

  Oct 7, 2024 9:13 AM

  533 views | 1 replies

• Gaussian Process Error - Model won't run

  I have two very similar datasets with environmental parameters and abundance. I'm using Gaussian Process to evaluate how the environmental parameters influence abundance. On one dataset, the model runs fine and I get good results. When I try with the other, I get an error message saying "Unable to estimate Gaussian Process model. No valid starting values found". I can't find anywhere online what t...

  DrMelissaAMay

  Discussions |

  Oct 7, 2024 7:59 AM

  706 views | 2 replies

• Parametric Bootstrapping using the Negative Log Likelihood function

  Hello, I fit the negative log-likelihood function for a Poisson distribution (green highlighted column in the attached .jmp file) to my observed data and get the mean estimates for 10 unknown parameters (screenshot below).   My problem is bootstrapping these 10 parameters using the parametric method. The one-button "bootstrap" function in jmp (after right-click on the column "Estimate") gives me 1...

  tMinnx

  Discussions |

  Oct 7, 2024 2:18 AM

  879 views | 1 replies